Maths-
General
Easy
Question
The diagram shows the mass of some parcels on weighing machine.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASIAAACKCAYAAAAOhkeBAAAgAElEQVR4nO29eXxc9Xnv/z7L7DPSSKN9tO+yJGvxKsxqwEDYQgppyAJtAiFtlrZpb9Lb/trb3tvbX2+TJm2S3qYpWWgCDWQBJ2ExBGzAxqu8SbI2L9r3dTSjWc6cc+4fsowxBrxoNGP5vHnpBYxm5jw653s+5/k+3+f7PIKu6zoGBgYGcUSMtwEGBgYGhhAZGBjEHUOIDAwM4o4hRAYGBnHHECIDA4O4YwiRgYFB3DGEyMDAIO7I7/WL3bt3o6oq11577Xl/v5h+JAhCbCxbAZybomWcq9ig6zqqqr7rfMcbQRCQJClhr/vZ5yveNgrvldAYDAbRdR273b7cNhkYXDDhcJiuri727t2LpmmIYmI4+bquIwgCt912G3l5efE2J+F5T4/IZrMtpx0GBpeEoii0tLQQjUYpKSnBbDbH2yRgwa5du3YxMjJiCNEF8J5CZGBwJaBpGuFwmPLycjZs2IDD4Yi3SQDMz8/T3d2dMB5aomOcJQODGKDresLFrBIZQ4gMVgzGjX/lYkzNDAzOoKNrGpoGCAKSZDynlwvjTBsYnEbXdFT/LIPHh5gLKfE256rC8IgMVig6Y6eO8qvnfsnJkRCSLY3Kuuv58K1FvPqzJzjaH0Sw5nL/ww9QnObEJEEoMMFvvvlXPN+ew0N/9zk2l2bG+4+4ajA8IoMVioDVmUpFcT4zpw6x7eWd9Mz4UEIhxvqGODUYoLCmArfdzGIunyAIZOa5mQ0HmQsEUUJ+xsbGmJkLEIooKMEAkxOTzPkDRDUjHrWUGB6RwYolKT2Xjbf9LunpyXztaz/iwL636CgIc2I2jU889gAbaktwmKQz7zfJVkory3C91o8WDTN27HX+8+VW0lffxL0bypg+tocXdx0hp/4ablhXg8PpwmqSkcTEzJy+kjA8IoMVjIBssVO27nYeffh2bD1v8PdP7OT2z3yKDTXF2M8SoUUWF94iwQAz/hDe2g1srMxipGsv3/zxy1RsqmN0/1N84fN/zE+2d+A3YklLgiFEBisaQRCRZBv5lY1srLAz0H+CmbCIouqc68csTrbCs8Mc2P0qxyKl3H5NIyWZyQRnhpmNmqgqLCE7OwdVTmNtbQkWkzGpWAoMITJY0eiayvzMBCODY6Ssf5C7yuDZn7/AqdFpVO38nxFtZiZOtXGotZsIIoIkk5lbQpE8yq72LoamIxTV15PnsWOSjVtoKTDOosEKRScajRCYm6Vz7y4GyeGGG2/k9x66j+k9P+P5V5uZCYRQNf3MdEzXNSIRBVNeAdfdeBvqG8/w9PZjzASjSLKV7Kpq/D2nSCrYwIMfvpkkSUXACFovBYZfabAi0dUQA50Hee7Jn/BWh8in/+JLJCUlEfWWU+2V+OW//iNzPh+PfepOct12zLJOOOxj1549HN8Vpq6umPt/dzVf+c7XSFI+R57Uza/+419om4qgYCa9+Br++htf4446L0k2U7z/3CseQ4gMViSCYMLuTKH2ujspvkYmL82N3Woh4kznpgceY+2HweLyYJWl06teAmabg8q19/Pn1RLutGxys0r4kqWepCQbybYStnz2z/i4OwVRAF2YZ3Z0GrSceP+pKwJDiAxWJqJMRsEqbi5Y9Y6XzWkF3HpPwXk/YraksvbWu9/x2n3F9YSne9n+6ku4qzZxfVU2TrsJxT/F9JwHsxEjWhKWTIgSccNhvKvOGSwfi+MvFuNQFywku2z8avsTtO1wklW2iqa117CmJAWTLJ73mGfbY9wbH8ySCJGiKEQiEVRVXYqvWzJMJhNmsxlJene+iMHKIhQKMTMzQzgcXvLv1lWB/Oob+ZPSJgRBRJZNmExmgkEfodD5b+hQKEQ4HMbn8zE5ObnkNl0qgiBgs9mwWCwJdV9cthDpuk57ezvNzc0JU1ZW13UURcHlctHU1ERmprFnaKWyeGPt2LGD1tZWrFZrvE0CFkrY7tu3j6mpKU6dOpUQXpGu64TDYbxeL9dddx1paWnxNukMSyJEbW1tjI+Pc8MNNyTMCff5fHR2dlJcXGwI0QpGEATMZjNer5fKysqEEaJQKMSJEyeorq6mvr4+Ie4LVVUZGRnh8OHDrFq1auUJkclkIjc3l/Xr1y+FTZeNpmmMj48nlEtsEDs0TaO8vJympiZcLle8zQEgEAhw4MABCgoKqKioiLc5wEIIxWKx0NnZGW9T3sWSrpolSgBMEIQztiTCk8hgeRAEIeFqRJ89FuNNItlyLol11QwMDK5KjDwig6sAnaiiEI1G0REQBAlZFhEEUCIKug6SLCObTAvJimqUSDhCOKJiT3IgieK7Nsgum+Wahq6p6IJ02uNLTI/mcjGEyGCFo6OrUfo7D9HVO0xElzFZPFRVFZFimmf/4TbmQwLp+WXU1JTiMEmE58bZ9+sX+fWLgzzy739KsctOvDZxqOEQvr5eZiQPmbmpOKwr85aN7V+l66iRAFPTM8z4AuiAzeXBZTNhIsLQ+Aw6JpKTk0nLSEECNCXM1MAAu375Mqm3fIj6Si8uy8o8+QbLgQCCgEmMcurQ6/zihZ14Gh/kT7xZ2C0+tj35FJO563kwpxxZFBAA2WIlEJqhrec4YU1d0m2tc8OdbNv6M3a1DWH1eLnmjo9ya30ex/c+xy9ea0e3ZXLvxx9ktdeNiMpgx25+8PV/R173CL/30LWGEF0qejTMwdd+zq9f28+JnjFK1j/MH/zhzVhPvMzf/tvLJHsruOX2j3DnrQtCpKPRc2QHz/z851xXtZHK0mxcllhbabCSEUSJjKLV3H6fxMzQAL/uOEp7Zx0myxB6Vi2/94n7qC7IxHw60C2aXWQVFWGW9qHrUcYHjzM25sPqyaU02014bpaR/j5mVXCnZZDkdGGzO3BYTHxQLFiyualcXc+br7/KUSWXG2VQo1GsFjOBkSB5N1eR7nh7wJucqaQ4/HTMzBOYn8cvR5gLRUlOSsJiktCUCD6fD9nmwGq1XrH1kWJrtSAg2d003fphJJPEX3/17xlZqxEJhRHCKprZy10ffYCm2pIzrq8oW8mpaqQ072cogBKNEonoaIiYZRl0DTUaRWOhfIMgioiihCxJHzgIDK5WBMw2F3nlq3nkK3/G8H/7K372g8fpv24TH3nsUerzUrCZ374VRPF0PEbQUZUgJ1t38NIRP43X3EJessih325l666T5BWI9A1MYc+p5yP3P0BdvvsDV6Xs7kwqGq7nT78ww59+/Te0n7yO9SWZTI0HuPORx6hdVUiqfTHjWcbpcpOXm8pxUSI0NcDr27fzRp/M/R/7GNVZNvwnjvCzZ7chljRw2203kJO8IFCJujr2XsRcPgVBwpmay4ab7+f///8m+Yt/e5wfyaOkh1W+9D+/Sk2WC7vFdCYYKAgCoiQjSwsBwonOHfzrz7Yy7Gzgbz//cWzzY+x77im2HRvA4S1g3fp1ZOVWsqY8B/MV+jQwWB5E2Yo7u4ZHH72P//XtlxjUM6jISX3P4mZKJEzrwd04xTr+6DMVOB0WdF8/B08MkNS4mU/fk80//slfkVpfSFFW0gXf/LLFgXftvXxy01tse+NlmrOD9M6mcfs1GSRb32mLfvqBq+tR/OEIpqxyPnrtGqpykhlpfZ1vfedpbv78f0Pc903+++d+gOv6P+Bbn7sVu+XKKk2yLMv3oiTjSEpl/b0P8+iWQg7u2U/qjTdSk52E3WJGPOcCCsLCBZieHKJnAjbf9xhf/cx9eFwmeo7t4YkWhd/74z9ifeoE2559kbGIDIKRiWDw/uhqlIh/nHG/jXUNRQzv/hUvH+xh/nx1p0UBVQ+zf9tTTCkKqmjGbjFjsSdRkCwy2bmXY+3HmYhKmJ0ubKYL98gFUUKyONlw14NkmQZ5/L/2UbtuLSkO27sK8QsI6DqMdO/h1YPH8eQ3Up2bjtUsE5ieZFo1k+JOIjWvlDRnOvde34hwBd4Ly2exIKFLDnKLvJRkwvY3O5iZV4hq56nXKQggyQzue4bD4zqFhcWU52Zit8ioqoIQDCLZ7VjtLqx2N+X5mQmXyGaQQOg6SjjI7PQ4R5oPM2Gr5+4P38PmcoWnf/wL+kYmCYSUsyo1RtHQICuDa9eu5/DWFzjcM8C8ooJsJa+4Esf4W3zz2z9Br76TdauyEdAvMqgtkF5YweraMsz2dIpzkrCaz+PRCyBIIuHgOMcPH6R3eu70cQQ83gLW2kY4dKSZ3hMjWPNLKMr2IF+BHWqXxWJd1wjNz3HojVdQah/ioXtvJvzGD3jq9S5mAm8PgDMIArrNhDsjk+F923n9WD+KpqPrJkrLV3Nr5iiPf+/b/GL3BIUbN5DllFih6RUGl42OrimM9bXxys9/wRvtQTY1lVG8ag233n0vM3ue5F+feIHW3nGipweipgaYnBogMB2hcMPdbMjz89N/+R6tfTPMz01y6NBe2nwZZGbkYB5p49DBLubCUS52eU00WbBYLFjN8nvmB+noqCaJ1Vse5IaiNH7zze9xZGCWcFRDNtuw12xC6TvCoFzDHfc+QJFb4EoskRRjk3VUJcRITyfNv32BbjWXdZW51F23hS98ooxf/sv/ZseeY4zPBFj0i3RNIRQOMBWYJ7vmbm5elc6273yX7a1D+IJBBnqPsSPiZXVhFevW1ZNtFpiYmkM9n2dlYKDrKPOj7HjxFd7qOMn4ZD8TIQElOs9QzyjFdfUwfpidb+5lOqyi6xAODHKyuZ/KyiTe2n6C9IpKMtwK27Zux49McVkxmS4RRVGIKjMcOXaQoydn0C5qO5FOf+tBju07wLGWZl7f2860P/gOLdPUIOOjJ3ht1zGO7W4mtayItWkd/NPXvk/riWGG+0+w+7mn+L/feZzvfPPv+PKX/oRv/2ovwfCV1+IoptFdXYegr5+dr77E7oOnKLzJiySZsJghYi8n1/4WO15+CYfdxOZNNVgF0KIhJvpOEJaTmOrrpaainNXHOtn+/HbyPvMhsNqxjLWzY0c/AJIzgwk5k89sqcF0BbqkBrFGQLal86FPPMINwTCibCIlxYQkpLDxnoepvPF+dARsDidOkwgCyOYCPvrlP+WusIrF7kJQw6y5PoqiSTDeTk84lfsf+zxepw1BDzI5FSLNbr7o7GtJMlHSdBePNqg4TMLCyu/ZlgsSdoeHW37ns0TtGeQV5JJ3/yNYelUkokh2N7UfepAGqw0BiKIzNuGLWxb45RDjZSYdyZTChpvvpvpaFZMtCYssIpLK2s33U7LxbnRkktwpZwzRkSiqu4E/zq1DsiZhtwhUVNUx44uSKWucwsmtn/0SpW43oijiDwVpHwjz7vmdgQEgCIiylRSPlZR3/MKE2WzFmZz6ro+Y7U7MdudZ71/Y0a9pKqPjIaaGTzKMRCgtidR0NxkZuRTmOC9yyVzAW3Mt3pr3eYdoJqekkQdKGs96tYF1AOFZXnhhAKnkGn7n2gqsFhPB6Qkmp0yY5MQpeHahxFSIBEHE5vKQ50pd0AlBWFgh001kOlxk6IvvE86sOMhmOykZNtzpWcDi6zo5Omi+Qbpaj9BGLqlVJpKSXaQ6krhjnfeKPPkGVxaiKJFVcyMPJqdz6EgnMzOzJOdXkF2QjcWyvONPF80UZKXQ/PqzfL3ZTHJuAesaN3BNRTniFTgzWBIhikajzM3N0d/fvxRf957oSpDKhgZmjxziwJ5+7Ln5NNTWYVNnGBz0nxEzXdeZnp4mFApdcYldBhePIAjMzc0xNDTE7OxsjI+mo6hOSstXE1V1zGadqZFhZs8JNgeDQebn5xkfH2dwcHDprdBULGll3HlrOsGwhmSx4nTamZmZwOc7f7mPaDTKxMQEkUhkye25XC5biARBwOVysWfPHkZHR5fCpvdFUxVUVSEUVpn1zTHe1YH5nNq7uq4TDAZRVZX09HS0BApka5pGeno6Xq/XSDlYAiRJIi0tjRdffJHW1lZMpsRI5ItEIrS2ttLf389rr72WEHWxNE3D7/dTWlqKxZJY+6aWRIhSUlKw2+34/f5lPeFqJIwagfOVS49EFvbg7N69m+PHjy+bTR+E3+8nMzOThx56CIvFYnhsl4koiqSkpGCxWAgEAoRCoXibBCyUZbVYLAl1jRcLx5nN5oR7CC5JqdiBgQE8Hg9btmxZCpsuG03TGBwcZM+ePWzZsoXa2tqEeCIBdHZ20tzcTCgUwmw2J8wgvVJRFIUTJ06Ql5dHTU0NDocj3iYBC1Ozp59+ms2bN7Nx48Z4mwMsnKvBwUF27txJMBiMtznvYEmESBAE0tPTKS8vXwqbLhtN0zCZTLS3t+NwOEhKSkoIIVrsOJFIbVxWAqqqkpGRQWlpaULVrPZ4PLhcLlJSUj74A8uAoijMzc0hy4m3J3NJLBIEAVmWE2beqaoqJpMJURTP1OlNFM8jUexYaciyjNlsXroxqOtoqkooEES2WpAt5ovK/lUUBVEUz/wkAov3QyKSGGfIwCDG6JpGVIkQnF+o6xOOKKiahhqNEAqGCIUjRFXtrPerKJOT7P3Fr+g8NUpitQ5deRhCZHBVMD9+ip9+7Yvcs+UGrtl0K1/5h5/QPzHB7v/6P9xz1z08+Omv8vzRPpTTK6xKcIa9LzzO//ruTzjcM2wIUYyJ3WTxdM9vXV/YlSwIAoIogq6dfu3tKZMAaNEo81NTqLIFk92BfYlLYuqadrq2y0KS5NnthhYKrL1tC7rG/IyPUCiCLS0Niyy8q1SJwZWFOTmTWz7+R1g9v+A733qaiBpmanyaifEwFetv5/Z7b2NDcQbS6essmh1U3PBhKp/ehhqNMO+fZWx8FM3sJsXlwCwojI2MIjnduJJcuGzWC56CRSMhfFMjTPlCKMjYnMl4Mz2EfJPMzM4SCOskp2eR4rJjNUnomsbccC+Hdx5iyl7AHXevwQxX5FaO9yJmQhSNhpkdH2ZobIpwVMBiT6WsooDwRD/Dk3OENJnMLC9pKQ5kESKBWfY//SPaI4Xc8em7KFpiIfJPDjA0NkMgrOJMzyE3IxUpOs/IyDCzQZ2UtEyy0t2YJAE1EqJrxws89/MOPvLPX6Uy1Y7ZiC9f0ZisTjLzy7nrE4+hzUzw5N632J5rQfV7+NwXP0lhWiqOsy6ybLJgdaVgN4sIWoSZgTZ+9P3/JJS5kQdu34Rj5Ag/3fo6QXc6t95xG3m5RZR6084U9Hs/NFXh6Gs/5QfPvsmkYqNsy2f4n5/egtL3Fl//t2cZmDNx8+9+kU/dtgorC9Urxrrf5MdP/hpz3X3cencjkqYvTGdO71ZYfOgDCROTuhhiZnEkMEv7/pf4+z/7fe6796N85RvPMqFE6T24jb/58p/ylW/8JwePDREMR0FTCfpG2X9kJy3Dw/iC0bM8qre/82wP62IZOraDx//pL/jo7zzE49sOMeELMjt6kud/+DX++M+/ycv7upiPqOi6jhL00dZ+gF0nOpmNqkQXvbizjNHPY59BYiOIMhZHGnd95nNcUwBP/tsvKP/w/RR4Ut4hQu/4DBCcm2JsSuHmT/05f/OlT+KaPsr3nnmJNY/8Ffev0fjpd/6JJ14+wnxEvaBSIGabkxs/9mU+++B15Gdk01BdjFUGu7eOuzffzO888lU+ffuqM00jRFGksPFmNq4pRNUU0KIEfDPMzM4RURbGphYJ4Z+dweefR9W0hFglvhhi5hFZXamsuflj/EP5Wr7zP/6aV9sOcbynn+EDRyi99ZM8/OAd5KQkYT1dcNyWkkNtbTHjEzLhwCw9bW10jEbIKyqj1OtBn5ug5Wg7IbOTwtIS3C4nNqsZ+QKXwgvX3ceX0vJwKF+j9dQYkUgIq+QkJXM1f/GPD9CYl4LDIi/0Und5KKsoIs0xvFAd7/gh+kfniLpyuaGuGGVuhsFTxzk55qOwspqM1GRsVssVW7j8qkLXiIR1SktyyW8f5Nmtb7DmD+7Cbkk+z1NZR1dDvL7tSTqvfYS//EQ2ZlnEJAlYlDD+mTFUSxKu1Byuaay+iCqNAogmGm78FAO93+LH//kMm6r+gPnDbzLuquau9fmYz9k7qS/+o0XRJtv513/5Lv1CMb//0CepT1d545fP8qsd+7DmZbN6wyYKC1dRU1aI23ZljMmYeUSiZMLmcJNbUsUnH3uYjZkjfOv/fJsTSTfw8Y/eQWF2Gg6beaE0piAsPK0sJgRUwvOzHOto5fjwBMGoRjDgY+tPfsDejj46Dr/GEz/4Dj/etpeJuQvfM2Oxu8gorOdTn/895LYXOdDWzfFT3diqr6epJJ1kpw359H4hUTJhkmUkQSMSmGV6sJWjx3uZCamghTn6xq/52dZXGR7t4tkf/hM//sXztA4FYnUqDZYIVYkQmB6lraUbd/Vt/Nmj9zG15zneaOtjai50jjOjL4xLl5OiwnzMx7bz2p5OQmEFV3Ypm1Z76djza958a4jidddS5U0+M34uDAFHcjrrrttMof8A//HkVnaNZrFxXQlJDvN5C6XpWpRgwMf+zjHqb32IP3r0E5SmWZns3s2Th2a46eFH+eiGJH7yvado6Z3CdAVVC4ztZFIQkMwOShuu4fc/uZGju3aTXltFWooL0/nOkSAQ9k/Q0dWBmHktn/rI3TSU5RAOTvLSzkOsu+kG1q+pYeiNVwg6vBdtjsXhJrPiRm6rlnnqma009wSoXV2JxSQjnWuPIKAoCl2H3qQz0sBHP3I/9zWVI+jz7Hr1VfxZq7j19tsQxo8zHRFwWa+8efnVhBIOMj3ez55tr9MXTaeqtpaqptu5uTDIf/3kF+w7NkAgGDkzpdHUKKo2x7xgpXr1ZrZcU8BzP/ovTozOEpgeo2NWxSzZceatIjvFjaCeK2QXgGQmu7Sa33+glte2/paSiiKy3Env+XZBgKnjb/LMm51UlpVRlJ1Jkt2EFo1g1SOINgeZWXnYnemsLvbiWOaKAJfDMtw9KtPjo3SMpfL5O0v46X88zYHOkfNeNEGUGe9pZttvX2JCEZEEAUkQsMg21mVJ7Dp8kNb248zaUyjxZuC0Wy/SloUCWPd8/AHSAsOoaZUUeaznf5IJIsFIiN888yNmNQVdXijyL0p2Vpfloh/fzYHWLgbmNFI8GWS4nZdycgyWBZWR43v50Xe+yT//4GlGIyFUSUaUIsjObPydO/jBd7/HS82niGgLMciQf5zDL/yc7sEQB9oGCbkLyYw08/j3t3LoxAjBniP84qkn+P6//ytf//rX+d//+QpzQQXtItXI5kqhsOkWqrM9pCVZsbzrifg2osOGq7Ace/sbvLC3g/FAGNlkIavmOq7JmeetX/+Yx58+StP9H6YgJzGyuS+UmC7fa6rCxFAfRzvHqdx8N4Vbmjj5l/+dF18soMz7MYoznG93LRBAE6Fg461UpcKup35CZeEXqMr1IMgWsqvr6Z9o5+SclVs//WXWZJuRBZ2LXcQURRFHcgpuu5MU+7s7iJw2Hl0EW2EOD3zyep7/wfdJtT3GXdetxi7KuEtrcU+3cexgC0WbPsFNjaWYL8EWg+VCJC1/Nb/7SC4f+oRCcnomqU47spbPfZ/7CpsfVpBMVtxpGZhOd3u1ODw03PYp/nndR7A5k3E4zNQUlaCKZvpOdZJz2+d4/MulmHSNUNjHkeMg6sJFjgCdcDCAb2yImZlpfL45AsEwLvs7s8N1XcPvm2ZschpTUiMfv2sV//fxx3HIj3JnUyXC4GF2DUUwiwK61Yp+6gQjI+VkJF05q70xEiKNoH+K7pYDvPr8Ljzrb6EhK4t0h4ctN9Xyg2e38iNXKh+/51pKvB4sMoQDk5wcHGZmLhn36nWUHfw+Tz2zjU98ZDN5ySpdHS30RpIQZAtT0zOEInYeuKUOq8l+EXbpRJUgPR3dzPqmGOjvZ2g6l6xk+9tzcl0nEpxhcHSUwFwAU0Yjdzbu5bVnt5Jms7NhTTY9rW9xuDuA2zWNyTzOS2YnH/lQEsWZibHPyeBcBGyuVPJc51ZjdOItKuN8k3zJZCMlO5+U7LNeTPOA4qenbRenxqC0JIjTbsfuTGXLxgzs1ou/6wOTo+zf1YkjxcaBvYfJKcx/txChMTV8krmwhE0bRsr9EKtK3qJ9715KCjMp1jSSon5OTAWxmiSig8O8nldJSX4OZseVoUQxE6LA3BhHDx5lXFdxKWEEUQLdT0QoprbBRni8ndbuIrLT3ZhFnbB/giBespJl/BFYd/sN+A6NcOrkAOk1maSnpTM+IxNVdXQtwp7mPVzfWIon6WKESCMSCdDWMYC3vARx+hS9E9Wku6yI4sIF09GJBCYJRp00NpYzMTxH3Zq1lB4a5eDeNqrrsnCnZ+BJmUAWRdCDdB0/wlvtqwwhWvEIINmoaVjLvPo6b+14DWt6Fus2XEupNwVJEi+y27CALSWXpjs+QcMWHdHkwGN/t3AIgkR60Xoe/UI1qiDh9nj42Be/iqKKmKw2po5r3PTJR3nA5cQq6qiRSU6MJxEOq3B1C5FEamY5DzzyRaKqhiSbFgpWienc9fBnuUPV0AUB2WTGJC20AvLk1fHon1WiCyKiICKJ17DmVh1J9TPe/SYn0rfwh5/ZQJrTghoM0NE5ROZFidCCXXZXNnd95s+4Q9MRJAlZNr+jD5QgiDg8hdz70Oe4S9MRZROCVk/NDaBFFdSRo+yer+Jjf7CR1d5k1LCf/r4JdKt7aU+hQWIiSnhyKtjyoRI2axrC6Xbnl9ry3OZMxmt3vb374DzNERe6JWfgSFmY/guCiNu5UO4kGJhj3+F9HJFKqCzMIdXpIs1mY92qXDxJiVEk7kKIkRAttI22SDKWc163WG3n/YQoydjs7zTHZAY9ChZnGjb/dp5+ppukFA8lNfXUFBaQ5HrvndbvteNeECUstvcXMEGUsbwjs3vhguqqTMiRhlfayysv9dBscZJdvZrVucXkZV2YN5RIlQAMLgUBSZKRJBnzB73zAq6zIIpIF5AJveixv83C/1ttdjbd9XGSe04wORsmpFhxlFSRkZaMfDmU4zcAABkgSURBVJ7Ad6JVo1hkSYRI13UCgQDDw8NL8XXnfLdGWM5k84YGBob8aBYHJgQ0Icz4+Nh5T6imaUxOTjI7O8vIyMiSVWjUdQ1d06hctQp7/wiBiIgcjRIITDIw4H/PJnlnMzY2RjQaTeiSDFcSiyVo5ubmGBsbIxCIfz6XruuEQiECgQBDQ0OxrRCq64CZrPRiPKnqQkdl/yR989PvWoiJRqOMjIycGX+JxEUJ0eK2hrNrQOu6jtlspqWlhYmJiZjVhxaEt+ffp461sed9UtgXhXFwcJBQKMTRo0eX2hiE0x1GpsfGOH4R204ikQglJSXIskw0Gr1gMTq7ttLVjKZp7xhjmqaRlJTEK6+8Qnt7e8LUrFYUhe7ubkKhEL29vQmx5ULXdcLhMMXFxdhsNqLR6AV/VhCEmBb0E/SLOEPhcJi2tjZ6enre0QnA7/cnxJPobDRNQxAETCZTQlVE1HUdi8WC3X7h8S2TyUReXh61tbXYbOef2l4NqKpKb28v+/fvBzjzUAyHw/j9flRVTRih1nUdVVWxWq0JN/6sVitms/mC7RJFkaysLDZs2BCz8sYX5RGpqsrExAQ9PT2Ew2+XrH97A2j8Vf9sEtmDuBi7TCYTVqv1op5gKxFN0/D5fJw8efLMa4tj7tx/x5vF63v2fZJIXMz4W5zGxbIbzkVPzVRVRVGUhOyNtJKJRqMJc5PFE03TUBTFOBfLiCRJqKoa03OeWBErAwODqxJDiAwMDOLORU3NFhu0iaK4ZAG4xXlnoi0nXi6LgdSlWKaXJMlY7j/N4urNUkwTFuOai+d1JZ3fs2NmlxsrXRx/seSihEgURVJTU8nPz0dRlMs68OKNOj4+jiRJpKenX9b3JRqKojAyMkJqauplr5zIsozH40mo1Zd4sNjevKCgYEm+T1EUxsfHsVqtJCcnr6jzq2kas7OzhMNh0tLSLquXmSiKZGRkJM7y/fnyiC4VTdOYn5/nySefpLGxkXXr1l32dyYSfr+f559/noKCAmpray+7A+miN7qSntqXwrl5RJfDzMwMTz/9NJs2baK8vByz+YNypa8cotEo7e3t7NmzhwcffBCn8/LK1MQ6j+iip2aLN8TlEgqFaGlpISMjg/Ly8oTsPnk5OBwOrr/+ep566imys7NJTk6Ot0krgqVqWBiJRJibm0NRFHJzc7FaL7wLx5WAJElkZWURDoeZnZ3FbrcntNDG5czruk4kEuHYsWNUV1eTlPTeVemuVGRZxuv1kpmZyYkTJ4x0hwRjbm6Offv2UVVVhc1mW1EiBG9PY1evXs0bb7yB3++Pt0nvS1zOfjQaZXp6Gr/fj8fjSZi0/KVk0XNsampibGyM2dlZI/clQdB1nb6+PsbGxli9enXCtEpfamw2GzU1NUxNTTEwMJDQ4y8uQuTz+di1axdr1qzB5VrZNXzy8/NJSkqio6MDVTX6hcYbXdcJBoMMDAyQk5MT8yBsPBFFkZSUFAoKChgcHCQYDMbbpPckLkI0OjpKf38/9fX1K/ZptIjFYqGgoIDdu3cTjUZjmiZv8MHous7Y2Bg+n4/6+nokSVqxCwCLAeZFr2hycjLeJr0nyy5E8/PznDp1irVr1+J0Olfs02gRURTJycnBarXS1dVlxIriyOIWpZaWFlJSUsjMzIy3STFHEASysrJwuVw0NzfHfKvGpbLsQjQ+Ps7U1BSrVq1acQHC98LtdnPPPffw6quv4vP54m3OVcviptkTJ06QlZV12UvaVwKCIOB0OsnKyqKnp4fZ2dmE9MqXXQmOHj2K0+kkLS3tqhEiWZZJTU1FkiR8Pl9CDoSrgVAoRFtbG0lJSeTn58fbnGWluLiYzMxMDh06lJAVAZZNCaLRKKOjoxw9epSampoVuVL2XgiCgNlspq6ujtbWVmZnZ+Nt0lWHruv4/X6OHTtGU1PTVeENnY3L5aK+vp6uri5CoVDCPQyXTYjC4TD79++nsbFxxW3nuBBMJhN1dXW0t7czNjYWb3OuOhRFYXh4GF3XycvLw2q92OacVzYWi4WsrCx0XWdgYOCyt2gtNcsmRKFQiNbWVurq6lZkAuMHIUkSSUlJ1NXVsWfPnoQMGK5kfD4fvb29VFRUrPgFkvfCYrFQWVlJR0dHwnnlyyJEwWCQyclJ3G43DofjqokNnYsoitTU1CCKIt3d3Vd9xcXlQtd1ent76enpoaGhIaG3OsQSi8XCmjVr6Ovro6+vL6EehsuiCD6fjxdffJGmpqYVnzf0QaSlpZGbm0tbW5shRMuAruvMz89z8uRJioqKcLvdV61HtOiVl5WVMTg4SCAQSBgxirkQaZpGV1cXJpOJ8vLyq16IbDYbubm5dHZ2EgwGjWzrGKOqKsPDw2cSGFdq8uKFIggCjY2NzM3NMTIycnUI0eJKxcDAAPX19VitVmMgCAJpaWmUl5ezd+9e5ufn423SikZRFA4dOkRxcTEZGRnxNichyMjIIC0tjSNHjiSMVx5TIdI0jZ6eHkRRpLS09KoXoUUcDgerV6+ms7OTmZmZeJuzYlFVlUAgQG9vL3l5eVdtbOhcTCYThYWF9PT0MDU1lRBiFDMh0nUdRVFobm4mOzsbt9voDb+IyWQiKyuLpKQkhoaGjG0fMWJ+fp7W1la8Xu9VlUD7QSz2KcvOzqa1tZVQKBRvk2InRNFolOHhYWZnZ8nJyTGeRmexmOBYVVVFT0+Pse0jRszMzLBr1y5uueWWFV/l4WJxuVxs3ryZAwcOJESJmpgJ0fz8PLt376a2tvaq2Fx4sciyTFlZGaFQiO7u7nibs+JY7PPu9XpxOp2GN3QOoijicDjweDxMTEzEPcExJldnsXD3xMQE5eXlV10W64UgCALJyckUFBScSTBLtLT7K5mpqSlOnjxJQ0MDsiwb8clzWPTK6+vrOXbsGFNTU3G1JyZCFAqF6Ovrw+PxkJqaelXtK7tQBEFAlmVKSkoQRZGTJ08mRNBwpdDb24vP56OkpOSqzRv6IEwmE6tWrTpTHyye07OYCNHIyAjd3d3U19cbIvQBpKWlUVZWxtGjR42g9RKg6zrRaJSdO3dSXV1tTMveh8Xp2dq1azly5AiRSCRuYrTkV0jTNLq7uxEEgaKiohXXnWOpsVgs5ObmMjk5SSAQMLyiyyQSiXDw4EEyMzOpqKiItzlXBFVVVbhcLo4dOxa38bekKqFpGhMTE4yPj1NZWYnNZrukuXkkEmFwcJC9e/eiKErCuNaapiEIAlu2bFmyCgKiKJKcnExhYSHNzc1s2rTJaD10GUSjUdra2lizZs1Fl/qIRCJ0dHTQ3t6eUBnvuq6TlJTExo0bY1K5wuVyUVhYSHt7O1VVVXGZxSypEEWjUXp7exFFkZKSkksOEEYiEY4cOcLo6CjV1dUJE+wOh8Ns376durq6JR0QNpuN2tpaXnnlFSoqKkhKSjKCq5dANBolFAoxOjpKZmbmRW8nikQiHDhwgOTkZHJychLiGmiaRjAYZN++feTk5MREiMxmM7m5uWzbtg2/348sy8s+k1myo52dwNjY2EhKSsolf5emaUSjUYqKili7dm3ClA3x+Xy0tLQs+RPDbDZTWFiIxWKhr6+P/Px8I7Z2CczNzfHKK6+wbt26Syp8thhfKisrS5hSxqqqMjs7S0dHR0yF0e12s2nTJl577TW2bNmy7AnIS3amI5EIAwMDaJpGVlbWkkynFnuDJdJPrAaDKIps3LiRkZERpqenY3KMlc7o6Ci9vb3U1dVd1ubqeI+xs38kSVoWQbRarTQ0NJzZ9rHcLNlf6Pf7OXr0KCUlJaSmpiaEW3s2WlRFUzUSY6/xu1ns9iHLMp2dnUZO0UUSDAbp6ek50zk4VnFFXVNRlAjhSARF1Th3kUlXowSmZxg+NUgoqnKlXEVJkrDb7ZSXl9Pf37/sm7GXRIgWg9SnTp1i/fr12Gy2pfjaC0PX0dQoAf8cvrk5AsEQms4ZwdF1DU2JMNnfw8jQBNEEVSJBEM60uGlra2N+ft4Qo4tgenqa8fFxKioqYpTAqKNrKoHZafq6u2hv76Z3ZIqwEn2HGGnKPJ3bt/Hdv/0RfZEIiRPy/mBkWaa6upoTJ04s+2bsJRGiUChEf38/paWl2Gy2ZV3l0jUF/9hJnvnuN/j617/BE89tZyqko50eHFokzGTHXv7xT77Ivzz+G2Z1PWG9IoCysjJUVaW7uzvuafdXEi0tLWdqPcXEG9dUlLlRnv/hD3nmJ8/y/K9f4J+/8T06h6ZRtLdHlKL46eg+xPa2NgKKcsV4RLDgFRUUFCDLMq2trct67CURopGREUZGRqitrV32aHtwboLOfb/mra4ppn0BdFFCEgUWh6Iom3DmllGUFUEXokTVKAHfNNOzPgLBMJqmMu+bYW7OTzAc/4RCt9tNU1MTzc3NhEKhuG9GTHSi0ShTU1McOXKEsrIyLBZLbIRI14kGJmnu2k9641o+dPcWMh0zzIaj73iwmaypVNSvwW2Ogq7S33mAl178Db9t7sY/O01v60FeeO45dh48yvDYBP75IFqCXGJBEDCZTDQ0NNDe3s7k5OSypTFclmosds7s7u5GFEXy8vKWN+dH1/CN97HtlR2Ekq7h5s030FhTgssMi2NRkGRsKVmkJpsZFHWi4SAHdz5Pb8BBafUaKpMjNO9uZjgYIa+8Eo/bQ16ulyS7BTEOYS6r1UpBQQHbt29nenoau91urKC9D4uFz4qKisjOzo5dYFcQMDnTWV2Swb5drxCerMRb3URxhh3prHEimSyYzGZkUSMcmGW+t43drbNUrc1l7Hgfv311P9OSGdOxnex2lVHXdDM3NZQgSokRU13sDFtQUEBLSwsbN25clnv6sq7a4ubWrq4uqqqqlr8Co64RCs4TlGyc2vUsj//oWQ73+c//Vh3UaAT/0HEG5lQyc7w41Cl2b32cX7f7MTHKth/+Pf/wH7/k5JifaJweU4IgYLFYKCgooLu7m2AwGBc7rgR0XScYDNLS0sLq1asvK2XkAxElJHsq191yL6nSKM//7JdMa2lYJRPieca8GlU43rIPn6ORz376Ee6/dhW9R3fQJ6Ry6513U53s50D3LLokkWDrOqSkpFBeXr6s2z4uS4gWEw9zcnIoKipaKpsuHFHCW3kNX/mbb/Pdb3+NDbmzvLxtGyMBHfWcybkA9HUe5N+f20ndNXdzzZo6spwCg32DuItXUVXTQIk3m8KqRgo8dkzxcIdOY7PZ2Lx5M2+++SZDQ0NxsyPRiUQijI2NIcsy6enpMQ0L6GqUiG+QF19rpuqmh/iLP/4ddj/zIw6fGieonDvYBCJKkJd//h/0TU5hMi8swecXl2OdPs7RjqN0DMzgysrFm+FBiuNYOx+SJJGWloYkSYyMjCzLHshLFiJd14lEInR2drJq1SocDsdS2nWBCJjMVpLc6VTUruO+25oocc8RPF+M1yxjtmmEjx9h95E+QmEVpzuD9U1NRNq28tvX99KvpNBYXYjdYorrU0oURdxuN7W1tRw/fpxwOGzEis7D3Nwce/bsYfXq1Ze8nehC0XWV+al+9h09hcWVSXH9LazLM9E5OEnoHU89HV0UkL05fPjOD3Pitd+y40AXYRVMzgwyMpLo7exgPnkNH72lEY9dJrFkaMErdzqdrFmzhh07djA3NxfzY16yEEUiEaampggGg6Snp8cljqFrKvN+H+NjE8wHI7iS8qlftYok29sxIl1TUUJ+gopCSvFqPnJvHb994vu0dA/gn4+gyDKSK42oYqGo5lpK0yxouv6u/JDlZDGRc/369UxPTzM5OWkI0TlomkZvby/z8/NUVlbGfPwJCJhtyWRbZug62cf0bBB3ZjrF2enIZ3k00bCf2blRtLBIXvX1bCyGl//rGVp7pxjtb+dIaxenjg/Q29vDSy/tZHjah5oo0eqzsFgslJWVvSNROZZcsi/r8/l49dVXue666+LkDYGmBuk88CrPbjtEYUkhmcWVFNWtJcP69qqZqoQYaX+Tl/YO48/s4ZqbHqZG/DHf/V4qt2yqw3xqB888dQhVVTDb3RQ23cc3/8cXKM1ORo7zoyorK4vU1FRaWlrIyMhIiC0HiYCu64TDYfr6+vB6vaSnp8c8NinIZuwZVXz2s5/jt280s/VXvdRu/BhNZRkkWd4O5s7P9DHcPU5ldQaHj0xQnF9MyXQP27e9xQ01GWTleBiaVjEJMD26h+37iin3ZuAwCwkVK5Ik6UzhvsHBQSoqKmKaH3jJQjQ8PMzExATV1dVx61UmSlaK6zbx8fQyJIudtIxMHHbrO1xdUbaQml/PX37jh+iyhZSsbNb9zb/jVyyous6M4wb+7ntfItcqoKlhWnr6mJqOoGbo73jSxQOTyURBQQHPPfcc119//Zm0/6sdXdcZGhoiEAhw4403LtMCiYAom8ip2cBHyxpRdQGTxYrV/M6plSOllLs+84fcElExW+0I2hrW3RAhHJzml1ufZ/Utn+T3K/OxEmV6vAd/2ItZTCwRWkSSJOrq6tixYwdjY2MUFBTE7FiXJER+v5/e3l42bdqExWKJ280hiBKuZA92ZwognN6X884rKooSNncGVUlpgIAgCAiptWiaxkDHHn7WNc9NZU7cLjtmXcFuTsab5UJKgPt9cdtHbm4uBw8epKGhAbvdHm+z4srixtRDhw6RmZlJamrq8h1cEDBZ7ZjepxiEZLbiMFt5e45gBV0latbJcgp0dexnfrwHZ0YaucnZFBV7kBNk6f5cFnvwpaens3v3brxeL5IkxUT4L+l2m5qaYnZ2NgF6lQmIooTJZMJkkt8lQgtvERClt98jyxKSvPDfLk8uDVlTPPn4N/j6t7/Fs0dO4MkrwOM2JczgcLlc3HHHHezcuZNAIBBvc+KOqqpMTEwwNDREdnb2lSHMgoRk87D5rvu5Y2Mj2RnppCR7yCvy4kqyk6hOriAI2O12vF4v4+PjjI2NxSzB8ZI8ojfffJPU1FQyMzOv3KmCIOHJLuLeh/6auz6psSBqInKMFP9SMZlM2O12HA4HU1NTeDyeK/ecLwGhUIhjx47h8Xjwer3xNueCEUQRpzuHVclZCwshgoAoCAk11t6L/Px8vF4vhw4d4sYbb4xJmsRFfWM0GmV6epq2tjYee+yxmN8QqqoSiURimsfw9mqUjqaqKO+zOqAoCqqqLvsKltlsZs2aNbS0tODxeEhLS1vW4ycKuq7j8/loa2vj3nvvjdkiyeK4i/n4vkBbFEWJ6wZoh8NBQ0MDW7duZcOGDdhstiU/NxclROFwmJ07d8a8cJIsy7jdbtra2lBVNW7B8HOJRCLMzs4uf/U6Waaqqor9+/czMDBw1QpROBxmeHgYh8NBWlraki/ZS5JEamoqR44coa+vLyG8FV3XCYVCKIqyvFUtzkKWZVJSUrDb7fT19eFwOJbclgu+ozRNY35+nq6uLh5++OGYVk00m800NDRgMpmWvS7K+2G329m8eTMej2dZj7u4lFpbW0tzczNVVVWYzeaEuFGWE5/Px8mTJ2NW6sNsNtPU1MTx48cTaty5XC5uueUWsrOz43L8xW1Hq1atorW1lezs7PgJUTgcpr+/n4yMDOx2e0xvAkmSSElJoampKeES+Rb7kcXjuJWVlQwPD9PV1bUsSXyJhK7rHD9+nNHRUW6//faYtDCXJImsrCzS09MTbtwtVmuMFxaLhbq6Og4cOEBPTw9ZWVlLqgEXfEdNTU3x2muvceedd8Z8qiScDuLFYrBdybjdbrxeLx0dHZSVlV01QqTrOn6/n5MnT1JZWYnD4YhJ/EYQFlJAEqVrTCIhiiJOp5OamhoGBgbw+XxL2uThgq6mqqp0dnaSkpJCUVHRVXMDJBpWq5X8/HxOnTrF7OzsVdMDLRqN0t/fTyQSSZii9lcjgiBQXV1NOBxmcHBwSQPoH3hFF59Gi4XPrFarMRDihCAIuN1uKioq2L9//1VRImSxO8yhQ4eoqKiISTsdgwsnPT2d7OxsDh8+jKIoSzaF/UBFWezcajKZKC0tXZKDGlw6TqeTxsZGurq6mJycjLc5MUdVVebm5s4kMBqdg+OLJEnk5+czPDzM5OTkknnl7ytEZ/cq83q9uFyuJTmowaUjyzIej4esrCwGBwdXvFcUCATYv38/FRUVpKWlXXUrhYmGIAhkZGRQVlZGc3Pzko2/9328RCIRTp06hd/vJy0tDVVVE6oV79WKqqqUlpZy9OhRiouL45ZfEmt0XWd6epoDBw7w2c9+FkmSCIVC8TbrqkeSJBoaGnjiiSdoaGjA6XRedrjmfYVobm6O7du343a7GR8fX5YCSQYfjK7rzM/PMzo6ypEjR+KWXxJrNE3jxIkT6LpOT09PwiS2GsD8/DzBYJDe3l4yMzMve4X7fYXIbDbj9XoZHByktbXVCFInEJqmkZycHLdaUMuBrutYrVZcLhctLS3G+EsgVFUlKSkJu92+JNdF0N8n7K0oCn6/n1AoZDT7S0AWu3PGMss9nmiaRiAQYHZ21ogNJSC6ruN2u5dEjN5XiAwMDAyWA8PXNTAwiDuGEBkYGMQdQ4gMDAzijiFEBgYGcccQIgMDg7hjCJGBgUHcMYTIwMAg7vw/3MFDQf/kZK0AAAAASUVORK5CYII=)
Find the value of y.
- 1
- 2
- 3
- 11
The correct answer is: 1
We should find value of y by writing two equation in terms of x and y
As per given figure
2x+y=5 ........... (i)
3x+2y=8 ........... (i)
Multiply equation (i) by 2, we get
2x×2+y×2=5×2
⇒4x+2y=10 ......... (iii)
(4x+2y)−(3x+2y)=10−8 .......... [Subtracting (i) and (iii)]
⇒4x+2y−3x−2y=10−8
⇒x=2
2×2+y=5 ......... From (i)
⇒4+y=5
y=5−4=1
2x+y=5 ........... (i)
3x+2y=8 ........... (i)
Multiply equation (i) by 2, we get
⇒4x+2y=10 ......... (iii)
(4x+2y)−(3x+2y)=10−8 .......... [Subtracting (i) and (iii)]
⇒4x+2y−3x−2y=10−8
⇒x=2
2×2+y=5 ......... From (i)
⇒4+y=5
y=5−4=1
Hence y=1
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physics-
In the following graph, distance travelled by the body in meters is
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAbcAAADoCAMAAABb5lpPAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAMAUExURf///5yclPfv77W9vc7OzlJaUube5hAZEGNrY4yMjObv72taY97e1nt7e6VjWr0QWpzO5joxOgAAAFLOY6VjlAje5kqc5gic5lII3lKMY72MYxlK3hnOYxkI3hmMY4zOY3NzaykpIcWc5nNjOoRjnJSc7+8QtXNjEJScxe9aOu8ZOu+cOu9aEO8ZEO+cEO9aY+8ZY++cY0JCOsVjWr0xWpzv5r1a773vY73eMb0xlL0Z772cMTFaWpTvpRAZYxBaMb3OY1JKUrWttSEZGe8Q5sWcnO/eOu9Cte+Ute/eEO9rte/eY4SEe+9ahO8ZhO+chIwQGWsQGcW9ve+U5u9C5u/mre9r5qWcnKWtpUIpWkJrEEIIWkJKEMXv5u/ehMXmtVJrjFLvEFIpjFKtEIwQWqVjKb0QKRlrjBnvEBkpjBmtEIxrzozvEIwQpYwpzoytEMXmlFJKjFLOEFIIjFKMEGsQWqVjCL0QCBlKjBnOEBkIjBmMEIxKzozOEIwQhIwIzoyMEEpKSowxGWvvpSnvpWutpSmtpUrvpQjvpUqtpQitpWsxGWvOpSnOpWuMpSmMpUrOpQjOpUqMpQiMpe+9rTExMUopEIStc71rzr3vEL0Qpb0pzr2tEBBrWpTOtRApQhBrEO+970oIEIStUr1Kzr3OEL0QhL0Izr2MEBBKWpTOlBAIQhBKEGvv5lJr71Lvc1JrrVLvMcVjpSnv5lIprVKtMWut5imt5owxWlIp71Ktc72tc8VjKb0xKRlrrRnvMRkprRmtMRlr7xnvcxkp7xmtc4xr74zvMYwxpYwp74ytMYzvc0rv5lJK72vO5lJrzlLvUlJKrVLOMcVjhCnO5lIIrVKMMWuM5imM5msxWlIpzlKtUr2tUsVjCL0xCBlKrRnOMRkIrRmMMRlrzhnvUhkpzhmtUoxK74zOMYwxhIwI74yMMYzvUkrO5lJKzkJjOkIQOggACO+9zsWUvYSMWsXF7+//Ou//vcW9nIRae1Jra1JrUoyllIylpeb//wAAAN5T3EUAAAEAdFJOU////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////////wBT9wclAAAACXBIWXMAABcRAAAXEQHKJvM/AAAT/klEQVR4Xu2dW5KkuJJAg0QSkpA+xAqQWa+AHSBsNsAP1N9sYZbAIrSKXh3X7JpN1R3aRhLEM+NBAJUFiU5kRBLZnVQkjssfcrkOHo9nK9Dhu2db1AEajjwbgkFdD4eetQIIsN9CHrq3lqBouR8qV04QYfPKmqjq3x8OKE4ScZaiZ5UAnbMDTSUZ3ltJJknkFW7l0NQYs0BYpetBUBYyEmp461kpRJMwb9jw7kCDhmBOIPcu5bphmYDZWbsYJ5RgprC3cOsGwbY4GzcaKnrgGB3sd8+a6Qp4MSYiIy4em2ETfQw/8awSagzccHgkNfrmWTkf1qG8hscuFvesGZY35XA4QDk+uZeetVLq/HZU5Njr2+oBvBuOTnj7tk28vm0S+tPr2ybx+rZJjD/p9W2LeH3bJt6f3CZe3zaJ9yc3ite3beLzk5uEuvk3zyag7qvH69vaYWFppYVUrapaHaXl59/WDVKwsK4jDbQUWRYPpUA+X7JurLja2IqISAwAYEdpeX9y1YC4IZlTLSKu5uA4VACEoATM13StEAQQaKA1akTjktlKrh6iBcxh3kDi/ZNV8k/p9I1WQkAIq0FwlGecBISQwNe+rpSycbWTrA7+4kIHg+B46sfHdUFvBBI2zi9xhPLHMCz6+YC1Ud0sswHi10lEFMrhv/p8ycoodXytcKD3Jx0sy3r3n3p9Wxk8Ka5rk8vM+pM0NAL76PQxveXjt3UBdJKcFygeWBjwSJAaIQ6DgDfHfMkhPRs9zwogbZLI0zruA+ONxShXHed5np6UzOvbqgAyktHfZ4WjrAQMlMCYPGA4Oyh+vntVcN01mOhgePsYr28rgoK8OuT8g+NXQbWfD1gVobFsOT/8q7tZNvUZr28rAllZZNwqXv+Dx/j4bW3AizDgMV7f1kZj9O0l3p9cHU06HDzF69vaGCU370+uDq9v22SUffP+5OrIvT+5Sbw/uU28fdsm3p/cJl7ftsk4uXl/cm14fdsmzc/h4Bnen1wd0OvbJsn+ezh4hvcnV4fXt21i57tf4/3JtZF7fdskPj+5Tfx8wDYZZd+8P7k6vH3bJn6+e5t4+7ZNvD+5Tby+bZPsRm6sc33VDjTk/NRkxvuTq4OcV5saaB23qRURquMcCtjL0Ovb+rjqX4KILiK3lLsSmLFAHvfv8/7kqgG4CcQvMzoirEMjU3zcRNjr26qhDIWuf0mYQauHRPQbL9KfbvCcB0WMsbnPU2dFzzUgs62BQpHbN50cdlvnvwCi5oFu20K9gWqEFlqLeU+/q/F9en2rhUt/VXrop8alFpnIdEYm3+9KJ5Z25jPxltYCjq7+kb4fnurbP53kRjJeB11QDUHCBMCvJJFBXXezHgom7ajE3PeG1ml5YBxfrMvv+0+G2oV1ne4vkonfbuX7JpS0RdZMH2SPECP9201zdwj8SSmJJDwLLnT6BmBmBXXaEHp2P7xKJjzQ84c4XsBE7N63RebeLXXexecOJqyxQyONbQdDJoZLNDtfUooEovByN/eJEAxk8rLfyneHNrGCsjRRdq9OqCZpJHnAjHsiOIHi1O91XvxGcSLDA1rAFWTloWtbsl/B9X95LWT0lxkcZa8JIBU/sh8ZNBdYwUbAU0/RefkSY9yiT1sUTwaZm+Blo5xvS8mdBilMmBkGj20KqcO9MeHa+a6et19HqBMXty+gJfYUTCTNbk1cHYnaXUtzJcpXo+A8+wbMdbbjMDi2R5+BbU11CItkt8EArbIC2oaF9vilUObYN3rsKVtnM4Q/wKF7jdoF7oGNAoiQfOSVnNHvlVZR0kcTgZgvt1TYVwQTvduR0o6P8rRDwHNm6Fupk0HonZ4ZBBp45r4BnbhtRXYKqmGR3TSiv8eM+hKWn1RDDUnqOQSDYQuidkgJ7BNkBssRusQx+2c4fA9j3E4hwOt2ia9Bg5ZR3t40Yt8bAGv9arei6fnJ+ne5fqxJXCpux4S5zLvn4+DU+M2EAPnpzB8LXOez6xvKo93cLTQQ+qlnOTV+QzjRFynrBexbdbZqiyZhNgZVgSoRNWYue5o8nOhPkqS96JVeLRAHDP6kBaU26blLKJFRJCEPQoo+hp/dZVp+spYJv3BnlpjHwc1wYLCD8D5NHNVQdbiR0asZzUn2jTXtletQLeBI8Au5HVSUjE0cfC+orswLYupFDDfJvtnJm6vzhuNi/Keoyz0qKEmiEdHnN4SMrPOZYt+6Y37rxHyx3Zxjt/kulo4T3IT8pM1vLSGop5hgYJc7+Zc6Eml13sDoEe/rGz3nt46gBWY72c059zn5TU3EnWkpsxeR1fv5SZvfus1D1ZOTnGfIzfKhj10GA1RyxGryP9mrYfDt/KR19W7vhWMVyxy4m8e5gDXJAqfdGDTv3bFX1eNv5yeNcctvz0m7JeK3c9w9oGRfBLErupHl9m/GbzYE+PwL9TlVORni5ruvIG30egO7b0ZV6JrRp6kSy5vxm42rrpZD9rAFJl7Kz/Eagq3YWX0XjYs20pjY3YOf8p4/GRbJV+6vD7JkgYraTUFZSGJdRNmLy/xWftJcxwUqgN6ga6Od1XfZy0tRSV5VR71j3yhv77vmrJ6vhOBuXosncoFzbweaZ6Nszlv2zfgJd0s/aLWAX9LX4d2yu8lvLgsxJt/whn17nN+qlqjnuo3fekLZLhDUbwcUkkza5QDPeSNfYm79R+JZon7yc/zmWHYFwiZAXIuXyeXx+vakzkotsP4peNS+DyeF2pOJMyj9yh0bb9+64nby5gwaytrncJtXPgHsCrvh+PvDgKoD/nhoOzJW39ifqyNW8nNG9LtCU20LTET8aiZ6ZPzG4L381pEZPTROPD6HrYS9k6T5nqQNV+GIVP/I+I207RPvAExvonFCPa4uRzARe5nSGakCI+2bnbwZDu9AKzFf4a7qgm4wEcj+ZgZusd2BzGN4N8q+MfF8Kqz+ffFbT7fzxR5Gav/VaMOpP8YY+8bc4vsnBAvoW/pE31wl7D7ru078X9EEQVUdFWSMfXt5t4cL2Lf66T/BsiQb5/h+UxARlw4G/Zm+HOLCon3R8vf1cuTXvDiHku1ugoG7BOLKw+C/TqbuASxfQ50HJdH+Jr8voEQKwslxzHldX4J4UrwyLcc1h3Ngrz4HbC9WAO2PMoWZKPJw0DLepF1ADOGDcaqOXk9dhguUqB7XCT/E5rt2beIMpDim/LiWwnbtFA9WppbidXHyxyLzAT+Gg4d0xd4mvz/Bcttl2fLCn6Rxcvw/n7DI/Nv9eZxLeCv329zEgeBQKPUiX0J5e69+6wZaL9B/8v589xUAtvttA+USYKE+morn+ZKRqXi2RJ+nEXUV5uPscrGHAXBCEYB2eZwjfRa/2T5no67TV41eJCp2uvL7gwiR6fxUJPXMvvXNJdeE+UR6p/kuVBu3/xQIPbNvlLSXi++fwBa4luWoO8S4tztd+X3DE/tW6rGt4dUC15LEw8FzrMWdH3Rsn8fzAbZ0cdwVoov0U3g2j3PG1t4usBph8zy0b3Z94tjhr1ti/dvr+M3B8H4mvx/z0L7R6kFx8j3UAuu9b9ebPkTpfVXC3ueRfXur+o0ds50zYKOTxl0ULTDft23oz/uBLIPrnadEaTsi9/bNeaBvpH0rwF0i7h5/DpDvuO15zwP71r3XXLJcul/QC2rZ7j0YuKtvoBmZ3xqol+iH5/alG4dd7LHArbJl7sVvtrnkOwZkmfhtZBzgQPHe90C6o280KN6sVqyXiN+e1eF9wq78nv9vbpd7699s35D3BqEl+pl3b81l00q2uw4GPuubrd96cwyiC9z66D0puHzXfk3cZ38S8W30xQJw1zMDn/Stjt7vQ7dEHd7b5wh1u9fJb8OtP6lGT95cEC4QTQVvL9wgUbHfMqEbfWNX/eXHskg/vHfiAIcJBvY6+X2bn0RkyuzWMvHbW3GAA4j2115Hymt9m7iUun4ru3Kfd/IlR/ab77r2J8vsvfzWEbBAkZXbb/FNdjz5falvtlpqWgiwxE0/xcVgMBH7NHEX/qRdqrS1vgUmGOC7NHEX+mYDommKw8r5/jiYpuldscvJ74v85PTZSKoW2PeLPOrz9Jy9Tn6f9M12d5lq44Pf3U/hCaBJ8v2tZzT+ZH/JaSXH12/dskT8lr4ddw/YYGB/aZOjvtn6rclKoxZofDa6Du8T1p3aneAGf9I61JNHG4rCaXvbXjLRLzEw2O5v8ruvV6Z8ywuUZo0V22TIl9QmDOp/MI0lhqkZ5wiiaG97IDn7Zn2yOTcsqObbNzUj5De+cL8Qk34sIL5FTvK7sfbt3fqtTwSftsx5nxHrux/Dmj72VEuEcuUCVfO/AwRKdtIPHrMDKaaHAI5O/rn4rUf1bc/TBaYHaGAuyfqgjOMYHgc2+jNFoW7ndXf8WGIf6Kf98F7Tr/yGCzTopnyVTg5Ic06gPtpxnoZ4drX9Ivuuz+spQ7FtAxUv0V6UxP8ejp7w1UMp4jI4UCCG1Tbm5oqj2a0dEXu58dVL5tYWlVkLKV5g1yVqTMerP4c+7L7+u2DQ1YIQPVg0Itvie6SJjImr8kX0bUQbMFTxBeZA3kAJ57cFchgoSbTA6s0/UPf6GcojEU2bVLhinH0DOD93pfgCVObW9CrZjygIL9E6iS2gsc/7vY6BplHy13A8h3JUNMqwzIOv07lOu/xtp3u5gabNOuIaGc4AFnzeKQISCDnnFOYEpIJt8p+5f4o9Vf98TlfFbRJ9nc6FwulbpdPe9nZNA2NovuY8cmFeTu+mPCA0n+Pi/buP/qvJmtl/S3+u4duDL/fAUZsk4qvWKISZs29EDyMKZWUYmq/hZcprGQIwHEx7mtf+HPbo/WfpHvYFAPd9DsdTnV7uftl/i0ethN2/+sv422GxrUemqfbNW+YBYg27rwvQKZGYAaLnO5H7Joyh+jqpGRAXTd6kXx03fjNQrb76CiIVEOW1bR6UfVkEcIZ+eXbN4/EsQj00sGcEp8Hk4VfhFA8dSSqMT9tSvEvJUzx8HpViPr3UiATuLIrPOMmaAWnRr4gBGOJYTK3VD2GeNtpmyxhvMM4m5t4AzjEU3PwyJRCmIpuYzQBxa3sl0sBE11n+DReOhI2UhW3QhLCoEMByYpKxJgCVjd0Nk0iCUBVNa4wYkhAhXBBq80EMKdlMGgAo0ZGNb2uBAa30N9wIq8oJd/tbKWkz8aGA0zwed3mDhB+otj1mKZ5W+OC2aFIRPhyEraikPJo0yCnIYabsJgv21/E3TFFQZO5No280cOWXRutm3Jtdm1JWpLaEtpqxoKuLOGX6l70V1KQuXgxCwLU6sMZN6FRu/P52OH2j3M2ZIzyjLoymrTJX2pUrkImV4xSUlc7ZoZQuHzSc7T0oEYqmRtWUcCeph6mTbwaxlYuolxtNZ5Q8qCKj5ko7C6kmbmeqoJD285R/u2sdRhPqu0ps9MvqG+jlpvSnSfRhe1gTfG9XotyNk0d9m95qCGT2d+teQ7qJhYFMhV2aE1r208Jqwvw3S5uSmoGjpmGfxO3kJ7lV0A3jvNmwq+nkduAuGjD2beo8IoPSXouwcHKrRm44cY9Sa8b6S64mlM4AEYk8KyJB6sytMbtj30JpC32V3PLCO66tR1K5CADAkTsOfALBv53XhqSLAHgx3b9BeQSodi5FMLqT/hmbvg2IKHAJ8tx+ilMJ1Rmay/IA9NTwcBUEwuoJcI43kROLIBkXg7OdW9c9nBh4BfYkQJsggluFZWLaOlhqAhHzeczgbyQGsjs+cmUMZzO7fPGPQRWPZStshoroBsPekE8AJ1GMcWy8iFAIjEU+zUzy3Jwlsw5umQscN5N7ZNDYCgU0AuKmcbbsGgQlnJpjWANhCiGGsfkLaPUrxpM7G5D4PzGOoXUAzCljm6maAiXQnMRpLuAxxJOXU3507iOYk8Tp3VUeXWKixOF4g1DjCJun+wsG53gS9hwW9wbN8K7paRvw49km0ldN/fPgLDRNii0bt73Ctdj9Hrnb4yMosHHEphoFzx8ilEZmfO87GGwOo2ozYhXPHwJBlyGieEJQ7/lz0LCPDJgvivOsBarIiJRHdw7Uw2pSSsqzAFRhjDlPMa4ZH9GoGTXnsoZabDhttHWqHDZF9APGHarT11a7vsi0Izi1D8YSm054GB6//0B8ORFCpna4Zqr2KafZINjXPiKGDpQhFtr1D0CFTiloqRQ4DY1Au24jKHRdfmpXETaFEH/lgqZvyrGkKxDBAcS/eB7pDkAd2R4FH10mpTylGUKX4mNcSlvphsTkhkEsLUQ1I6vtMdcQOrlRO0scZi1mYd7KgBGdUsqFokauxxIEYmewENaMEcJsOHt95RFiRl9ffpkHUk0bNV5yczjqm5UbyBpjeUjBkXEdMwSEkZ0ZHY/NYblVM5Y39GAnXyiW7heP0CD722jnOKIkSaJVttXaCqy3b64ctmywMXLEFvygpkGhjLTW8rSfu5tTpmk71HHHxXXEx8L/VSMw1jFUsDViW2kbu21g9M1d/kAQClzBL5FmYKR5w5TMg6rq1HHJH5auxrkrtKubwnKyW9jJCPus0yyu9M3Wmxh9M+JhRt/UTUUG73t9HpSwmmYCuIlXHhERe6nN5FhC6exbr282ukYwY0xoK9JTb09VGNfFOilO01Bz45eMhYak81Kbi/H5nb5xzQ+hLdWn3NYeGy+f0U5kNgt2lJuNA8IY89QMqTaam9iAEgEvtfmgKnVunUrVAXGbN1apERQldkljiDORnfNfwog1bETjWrx1W65r2xe8d2F60sKrzUYAfY83B+v7K3q2AD6HygG80D3PujkVqV4dejwej8fj8Xg8Ho/H4/HM4XD4fwGITLnR8fPCAAAAAElFTkSuQmCC)
In the following graph, distance travelled by the body in meters is
![](data:image/png;base64,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)
physics-General
physics-
The
graph shown in the figure represents
![](data:image/png;base64,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)
The
graph shown in the figure represents
![](data:image/png;base64,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)
physics-General
physics-
Ram and Shyam are two fast friends since childhood. Shyam neglected studies and now has no means to earn money other than a camel whereas Ram becomes an engineer. Now both are working in the same factory. Shyam uses camel to transport the load within the factory.
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/499691/1/964933/Picture42.png)
Due to low salary & degradation in health of camel, Shyam becomes worried and meet his friend Ram and discusses his problem. Ram collected some data & with some assumptions concluded the following:
The load used in each trip is 1000 kg and has friction coefficient
= 0.1 and
= 0.2.
Mass of camel is 500 kg.
Load is accelerated for first 50 m with constant acceleration, then it is pulled at a constant speed of 5m/s for 2 km and at last stopped with constant retardation in 50 m.
From biological data, the rate of consumption of energy of camel can be expressed as
where P is the power and v is the velocity of the camel. After calculations on different issues Ram suggested proper food, speed of camel etc. to his friend. For the welfare of Shyam, Ram wrote a letter to the management to increase his salary. Maximum power transmitted by the camel to load is–
Ram and Shyam are two fast friends since childhood. Shyam neglected studies and now has no means to earn money other than a camel whereas Ram becomes an engineer. Now both are working in the same factory. Shyam uses camel to transport the load within the factory.
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/499691/1/964933/Picture42.png)
Due to low salary & degradation in health of camel, Shyam becomes worried and meet his friend Ram and discusses his problem. Ram collected some data & with some assumptions concluded the following:
The load used in each trip is 1000 kg and has friction coefficient
= 0.1 and
= 0.2.
Mass of camel is 500 kg.
Load is accelerated for first 50 m with constant acceleration, then it is pulled at a constant speed of 5m/s for 2 km and at last stopped with constant retardation in 50 m.
From biological data, the rate of consumption of energy of camel can be expressed as
where P is the power and v is the velocity of the camel. After calculations on different issues Ram suggested proper food, speed of camel etc. to his friend. For the welfare of Shyam, Ram wrote a letter to the management to increase his salary. Maximum power transmitted by the camel to load is–
physics-General
physics-
Ram and Shyam are two fast friends since childhood. Shyam neglected studies and now has no means to earn money other than a camel whereas Ram becomes an engineer. Now both are working in the same factory. Shyam uses camel to transport the load within the factory.
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/495495/1/964932/Picture41.png)
Due to low salary & degradation in health of camel, Shyam becomes worried and meet his friend Ram and discusses his problem. Ram collected some data & with some assumptions concluded the following:
The load used in each trip is 1000 kg and has friction coefficient
= 0.1 and
= 0.2.
Mass of camel is 500 kg.
Load is accelerated for first 50 m with constant acceleration, then it is pulled at a constant speed of 5
for 2 km and at last stopped with constant retardation in 50 m.
From biological data, the rate of consumption of energy of camel can be expressed as
where P is the power and v is the velocity of the camel. After calculations on different issues Ram suggested proper food, speed of camel etc. to his friend. For the welfare of Shyam, Ram wrote a letter to the management to increase his salary. The ratio of magnitude of work done by camel on the load during accelerated motion to retarded motion is–
Ram and Shyam are two fast friends since childhood. Shyam neglected studies and now has no means to earn money other than a camel whereas Ram becomes an engineer. Now both are working in the same factory. Shyam uses camel to transport the load within the factory.
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/495495/1/964932/Picture41.png)
Due to low salary & degradation in health of camel, Shyam becomes worried and meet his friend Ram and discusses his problem. Ram collected some data & with some assumptions concluded the following:
The load used in each trip is 1000 kg and has friction coefficient
= 0.1 and
= 0.2.
Mass of camel is 500 kg.
Load is accelerated for first 50 m with constant acceleration, then it is pulled at a constant speed of 5
for 2 km and at last stopped with constant retardation in 50 m.
From biological data, the rate of consumption of energy of camel can be expressed as
where P is the power and v is the velocity of the camel. After calculations on different issues Ram suggested proper food, speed of camel etc. to his friend. For the welfare of Shyam, Ram wrote a letter to the management to increase his salary. The ratio of magnitude of work done by camel on the load during accelerated motion to retarded motion is–
physics-General
physics-
Ram and Shyam are two fast friends since childhood. Shyam neglected studies and now has no means to earn money other than a camel whereas Ram becomes an engineer. Now both are working in the same factory. Shyam uses camel to transport the load within the factory.
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/495493/1/964931/Picture34.png)
Due to low salary & degradation in health of camel, Shyam becomes worried and meet his friend Ram and discusses his problem. Ram collected some data & with some assumptions concluded the following:
The load used in each trip is 1000 kg and has friction coefficient
= 0.1 and
= 0.2.
Mass of camel is 500 kg.
Load is accelerated for first 50 m with constant acceleration, then it is pulled at a constant speed of 5
for 2 km and at last stopped with constant retardation in 50 m
From biological data, the rate of consumption of energy of camel can be expressed as
where P is the power and v is the velocity of the camel. After calculations on different issues Ram suggested proper food, speed of camel etc. to his friend. For the welfare of Shyam, Ram wrote a letter to the management to increase his salary.
Sign of work done by the camel on the load during parts of motion: accelerated motion, uniform motion and retarted motion respectively are:
Ram and Shyam are two fast friends since childhood. Shyam neglected studies and now has no means to earn money other than a camel whereas Ram becomes an engineer. Now both are working in the same factory. Shyam uses camel to transport the load within the factory.
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/495493/1/964931/Picture34.png)
Due to low salary & degradation in health of camel, Shyam becomes worried and meet his friend Ram and discusses his problem. Ram collected some data & with some assumptions concluded the following:
The load used in each trip is 1000 kg and has friction coefficient
= 0.1 and
= 0.2.
Mass of camel is 500 kg.
Load is accelerated for first 50 m with constant acceleration, then it is pulled at a constant speed of 5
for 2 km and at last stopped with constant retardation in 50 m
From biological data, the rate of consumption of energy of camel can be expressed as
where P is the power and v is the velocity of the camel. After calculations on different issues Ram suggested proper food, speed of camel etc. to his friend. For the welfare of Shyam, Ram wrote a letter to the management to increase his salary.
Sign of work done by the camel on the load during parts of motion: accelerated motion, uniform motion and retarted motion respectively are:
physics-General
physics-
A block of mass m moving with a velocity
on a smooth horizontal surface strikes and compresses a spring of stiffness k till mass comes to rest as shown in the figure. This phenomenon is observed by two observers According to observer B, the potential energy of the spring increases
A) Standing on the horizontal surface
B) Standing on the block
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)
A block of mass m moving with a velocity
on a smooth horizontal surface strikes and compresses a spring of stiffness k till mass comes to rest as shown in the figure. This phenomenon is observed by two observers According to observer B, the potential energy of the spring increases
A) Standing on the horizontal surface
B) Standing on the block
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)
physics-General
physics-
A block of mass m moving with a velocity
on a smooth horizontal surface strikes and compresses a spring of stiffness k till mass comes to rest as shown in the figure. This phenomenon is observed by two observers To an observer B, when the block is compressing the spring
A) Standing on the horizontal surface
B) Standing on the block
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)
A block of mass m moving with a velocity
on a smooth horizontal surface strikes and compresses a spring of stiffness k till mass comes to rest as shown in the figure. This phenomenon is observed by two observers To an observer B, when the block is compressing the spring
A) Standing on the horizontal surface
B) Standing on the block
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)
physics-General
physics-
A block of mass m moving with a velocity
on a smooth horizontal surface strikes and compresses a spring of stiffness k till mass comes to rest as shown in the figure. This phenomenon is observed by two observers According to the observer A
A) Standing on the horizontal surface
B) Standing on the block
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)
A block of mass m moving with a velocity
on a smooth horizontal surface strikes and compresses a spring of stiffness k till mass comes to rest as shown in the figure. This phenomenon is observed by two observers According to the observer A
A) Standing on the horizontal surface
B) Standing on the block
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)
physics-General
physics-
A block of mass m moving with a velocity
on a smooth horizontal surface strikes and compresses a spring of stiffness k till mass comes to rest as shown in the figure. This phenomenon is observed by two observers To an observing A, the net work done on the block is
A) Standing on the horizontal surface
B) Standing on the block
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)
A block of mass m moving with a velocity
on a smooth horizontal surface strikes and compresses a spring of stiffness k till mass comes to rest as shown in the figure. This phenomenon is observed by two observers To an observing A, the net work done on the block is
A) Standing on the horizontal surface
B) Standing on the block
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)
physics-General
physics-
A block of mass m moving with a velocity
on a smooth horizontal surface strikes and compresses a spring of stiffness k till mass comes to rest as shown in the figure. This phenomenon is observed by two observers To an observer A, the work done by the normal reaction N between the block and the spring on the block is
A) Standing on the horizontal surface
B) Standing on the block
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)
A block of mass m moving with a velocity
on a smooth horizontal surface strikes and compresses a spring of stiffness k till mass comes to rest as shown in the figure. This phenomenon is observed by two observers To an observer A, the work done by the normal reaction N between the block and the spring on the block is
A) Standing on the horizontal surface
B) Standing on the block
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)
physics-General
physics-
A block of mass m moving with a velocity
on a smooth horizontal surface strikes and compresses a spring of stiffness k till mass comes to rest as shown in the figure. This phenomenon is observed by two observers To an observer A, the work done by spring force is
A: Standing on the horizontal surface
B: Standing on the block
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)
A block of mass m moving with a velocity
on a smooth horizontal surface strikes and compresses a spring of stiffness k till mass comes to rest as shown in the figure. This phenomenon is observed by two observers To an observer A, the work done by spring force is
A: Standing on the horizontal surface
B: Standing on the block
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)
physics-General
physics-
A ball is released from point A as shown in figure. The ball leaves the track at B. All surfaces are smooth. Let h be the maximum height from ground reached by ball after leaving track at B. Then If track makes an angle
with horizontal at B then maximum height attained by ball will be :
![](data:image/png;base64,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)
A ball is released from point A as shown in figure. The ball leaves the track at B. All surfaces are smooth. Let h be the maximum height from ground reached by ball after leaving track at B. Then If track makes an angle
with horizontal at B then maximum height attained by ball will be :
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMkAAABaCAYAAAASNHLoAAAgAElEQVR4nO29V3AcV7rn+cvMyvIFFAree+8dQQND7ympJXWrzb1957q+O7FmNnYj9mkf7utuxEbsREzszk77VvtWS6IoytF7EjQwJCxhCA8QtlDeZe5DApDUMuxuEaTIrn8ESOBEApV58vzP+fwnqKqqEkUUUXwhxKd9A1FE8XVHlCRRRPEIREkSRRSPQJQkUUTxCERJEkUUj4Duad/AXw01jN89z8ita0z4HdhySqjMT8Cq1yE87XuL4rnCM0sSNeLCv3iPS2//nhvzSeQcfJm49G3k63Too+djFI8Rz+xyUrwTOEdu0PEgwPLMEJNDfXRMBAlEom6fKB4vnkGSqICKZ2KM8a5eVjO2UlWeSpxvnO7OcVb9IaI0ieJx4tkjiaqAssLs2Dj37rpJqqinZkc1maKLhe4uRlYC+FWiRIniseEZJEkQPKOMTTzk3komVdVFlDU2UJCsxzTXRdfoCkt+UKIsieIx4ZkjiRL04x7t48HoJPeDViIrY8wtuHAH3YRX73P3zggPl/2EoyyJ4jHhGbNuqYQCPiYHhxgbG2M14KPjo7cZNkQIzk0zveIj3N3J6O4ishOS0EtS1BwcxVfGM0QSFdQQAfcw/f2zrAgZ1OxuoDzegFlUIC+B2JheBsbucndgJ6Vp8djjJYQoS6L4ithUkqiqiqqqhMNhlEiEjW1dZeN7VQVJkpAkCVEUEb5oVasqSjiIe7yfwdkQYlYjBw/todAsYRQUwMNMvAnpxBUG7w4yWZZBfpwDWRKip0kUXwmbShJFUXCurHB/cJDFxUVEUVuuqqqCoC1eRVGItdspKSklzuH4QpKoqoISXGD8bh+jLiNJjQ00FRWQYJTQCaAqYZKFZZwDd2jvuMXAWAkVRXEki0L0NIniK2FTSRIKhRgdHeUnP/oht2/fRNbJ2gmifnyUhMIhSkvL+E//y/9KTGwsovhFtoQICB7cEQuphUWUlORhlyUkQSOBIIqYE7MpqW+kanoBNRJiOQLJz5BAGcXXE5u+hFRVJRwJEwqFCAWD+P1+goEAeoMBg8GAIIqEI+FHOzYEGUGXRcMr/5HioITFHquJUuunhCAiWtNJ2/Yd/q3Ij2x3YNVFRa0ovjqEzUzfjUQirKyscH9ggIXFBWanpzl75jTdXZ1UVlfT3NJGdk4Odrud0tIy4hyOLzlJAFXV/O0qCMJnxShVVTeuEQQBBIjSJIqvik09SURRxG63U1tfj8/n4/LFC3g8boLBIE6nE7vdTktLK0aTEZ1O/hJ9ROOxoihr5NAIoqoqiqIQiUQIBgMEAgEkScJoNG0YAwQxSpIovho2lSSCICBJEoqiMDs7w43r1xgcHMTr9TLY30/7jevU1dWRm1+AJElf+re8Xi9TU5PE2GJwxMcjSRKRSITpqSmmpiZ5ODeH2+1GlmUcDgeJScmkp6cTHx+PKElfbDWLIopH4InoJKurq1w8f45zZ88QDAQQRZFwOMyd27f44IP3+dZr3yEtPf0LF7JGhkl++qMfUlVdw+69ezEZTUxOTnD8rbe4evkSM7MzmqimgqSTyC8oZP/BQxw6dBh7XByyLG/2o0bxnGLT/SR+v5/ennvcam9ndmaGSCSyQYbZmRlutbdTU1OHw+HAaDJ9LlFUVcXlctHZ0YGAQHFxMQsLi7z91h8ZGhxEUVUqK6tIS8/A43EzNHSfB6MjvP3HN3CvrnL46FEyMrM08St6ovwV0HS9sN+F1+vD7Q+jrInAAiKS3ojBZMFi0iPrxOdOC9x0knjcbro7O5mensJkMuHxeFAUBVmWMRqNLC4u0NXZQVl5OXqD4XPFrnWH5Oqqk6WlJa5fu8adO7e5c/s25RXl1NU1UFxSgj3OQcDvZ2pqkju3b9HV2cE7x99GbzDw0ssvExfneKRYF8XnQAU17Mc7co32W51cHXIRVhQEQQRJjy0xj5yKehprc0mPMSEJPFdE2XSdxGA0UlpejtVmY3l5ia6ODjo67lDf0EhVVTX2ODtp6ekYjcYv3eUFQUBAwO/3cetmO/fvD5Kdnc2hw0epqKwiNjYWQRRQVcjMziI1PR1bTAyXLlzg2pXLNDQ0EhMTGyXJXwUVwgH8E51037rFjYdJVBQnE2/VQ8jH6ngnN6amWAq+yMGmfNJtMtJzZDDZdJ3EYrHQ3NJKKBTC5/MSFxfHgwejtLS28cKLL2EwGpFl+UtFoXWLlk4nsbKygtvtwmq1snP3bqqqq4lzxKPTSWtGAhW9Xk9BQSGoKovzC4w9GGV4eIi8gnxk+YutaFF8CdQIkaAXH7HEFu7k0LfqKU40gX+R0Wsn+fCj21y6XEh5UTqpVpnnaSva1FB5QRAQRRFZljGZjGvxWRIC2rik02EymR5JEgBZlrFYbSwtLrC0uEh2di47mluJiYlFlnXo9Qb0es1BaTDoMRj0ZGRkUlVTjaTTcbe7i7nZWRRF2cxHfq6hIiBIBozWOOLsCSQlJpOcXkhZSQnlGRYU1xLL3gChNV/V84Inkk+iLX5NFNrwXa59v35KPOr3DQYDSUlJ+P1+Vl0ujCYjsTEx6GQZSdIhyzJ6vYws69DpdIiihMlkIik5BZvNxsjwMPPz81GSfAUIqKiREEHfKq7VFRYXF1icG2PkwTgPllVsqWkk2UzoxOfLhftkI5vWCKJlqasbPz8KGkmMpKam0dvbSyAQ0MZFzZIiiiKiKGycXNr/2rhBb0Cv17O0tITf5ydaH/yvhQCISN4xxu7/kV8sXibRJqP4l5ifWWFVSqfhQC7JMYZnL5PvEXgmnkcQBEwmE+mZGZhNJiLhMOFwmGAwiKIoKEqESOTjL21MJRyJ4PV68Pl9OOLjsdisUX3kMWBdIlBVQDRitlqx6RV80+NMLXkIPGfi1jMRI7tOkqysbCxWK4qisLi4wIPRUYpLStDptMdYj/sKhxVCoTBO5woPHoziWnVRV1dPSkrKl8eGRfElUAGFiDmbnK2H+YdvN1CcZEJSgzjHb3Ljg5OcOn+a69n5JCXbyDWB9JzsR88MSQxGIxkZmVitFgDGH4xx6cI5EhIS0OtlLa5LFECFiKLg9Xi5PzjI7Vu3EUWRsvIK4uMToiT5ClAREHR69JZYYmPtxDssCChY9PkUFifSfnuC6ZlVVjwqEWOUJE8cOp2O5JQULBYrVquV1VUnV65cISMrm/qGBhITkxBFEVVVCQQC9PX2cvb0KYaHBqlvaCQnNxeDXh8Vt74KVBUlEiEcChLw+/C4ASL4ZqeYGJxhUbFRlGDBahF4jtwkzw5JBEHAbDZjdzhITk7BYDTg9Xg5c/oUkxPj5OcXEGu34/f7mZ2ZoafnHmMPRsnJyWXf/gOkpWcg6Z4n6/0TxppRRPRNMXn7Hd6IdJBi0yOi4F95yOKCiaQtLTQVJpCij5LkqUAQBERJIjEhkVi7neycHBITE7l39y7Xr12j484drFYrwUAA56oTWSdTUFjEgYOHaGlt0zzy0VPkr4QAkgFjegXllT7mBlbxzI4xMqdZvPTWRBIqt1G3fTsN2Q5iJPHZsAj9mXhmSAKayJWYlIiqqjgcDr793b/j/uAgd+92MTw0hHNlGbPFQl5BASUlpdTU1lJYXEJMTEyUIF8FAgg6E5bi3bSlN1HjC6Mo6lqAloAo6ZGNZqxWK2a9+NzVFHhmSKKFpejWlHcrKysrhMNhWtva2Lp9Gw/n5lhcXMRoNJGSkozdHofZbEaO6iGPAQKIErLFQaw5jpi1Kjiqqq75p7Rz48vmed0/9ee+C82Mr3zqd//kjjZEwD/HIf1V8MyRpLC4mJzcXIbuD3Lj2lUyMl/D4YjH4YgnHA5vXPckJu9vDZFIRPNPBQIsLS/hXF4hPSMDk9m8EVr0edZDRVE23s0XXfPp67W075npaXw+H/DJNOyPfTCyrCc5OZk4hwODwfAYn/TT+GKSqBqTI+EICoAgbjzg01LKRFHEHmunpLSMgf4+rl65TNvu3dhsNmRZjiZWbRIikQiBQICxBw8YGRlmYmyM6elp3K5V4hMTycrKJjcvj4KCQuITEtDpdBubk6IoLC8t0XPvLpJOR3l5xZdWxVFVlVAozIPRUT547yQz0zOauLdWgkpdq7Sjqlopql2791BTV/c0SKKiRNw4Z6eYmJhl2ScgmB2k5eaS4rBglZ+eWmY0mSgrL+fqlcv09fRwf3CQxMQk4uLinto9Pe/weDz03O3mzOnTdNy5zdzsLMFgcC32DmJj7eQV5NPS2sbuPftISUlBkKSNGgRjYw848c5x4uPjycsrwGqzfelpEolEWFpaoufePUZHhlEULXnP6/Vii4nBZDQSUSIkJiZRWlpOwB/YiAPcDHyWJKqCEnKzOnabW5eucKljlDl3BMGSSv6Oo7RuraQmOwa9+HQSa/R6PQWFRZSUltLV2cGVy5fIzs6JkmQToO3qIQYH+vn5T39Cb28PJpOJiqqqtQQ2EVEQmZmZZqC/n8mJCSRJx979+3E44hEEgVAoxMjwMEtLi+Tm5WGL+XKCgBbxnZWVzcFDh1laXmJpcZHuri7Gx8eoqamluKQEWS9jtdooLi3FYt3ccKPPkERV/PiWhrj25htcnNAjFu9jX4qXwMgtzp09g4iO1NQ6EoUIgqqihsOEIxEiqohOb0CWVIiECAQjKIKEzmDCIEuPzfsqSRLx8fEUFhYR74inu7OTtp07KS0r+/IyqVH8xVAUhempKS6cO0fPvbtkZuewo7mFsrJyTCYToiSBqrK0tMTN9hucO3eGN37/O+Li4mhubcNoNOJyueju6sJisVJRVY3+EYaUdZ0yMyuLOIcDVJVrV6/S2dEBqorJZKRhyxaKS0rQy3rMZjMGo3FT5+EzJFECS7gm73D9vkAkp559Lxyixu4iPJ1A6OQUOkMI1/IC6uII0wEjkYVx5mce8jASS3JhDeXpYQLTg/T0z7EixZNZvZ2awiSSrY/HRrCujGfn5FBTV8flSxcZHhqiobGJuLi4KEkeIxRFYej+fW62tyPLBlpa22hubcVuj0OnkxAELcIhKTkZs8WM2+3eKPiRkppGbm4uN65eZWZ6ivLKKgoLCv+spDdBEDAZjej1eubmZpmcGGdifByXa5W73d00bdtOdU0NcXGOJ2Kc+SxJPKu4xoeZ0qeRahYRRi5zxRlANRhJqa0jJT0Nu2eSkesneH9EB7KZWNmDzxvgXkcfA1lmzCaJwMpD3K4B+sf8qC/tYltl+mOVz7JzcmjduYuOO7cZ6O9nZGiI6tpa9Hr94/uQv2EoisLqqpPBwQEWFxeoqKyktLQMhyMeSRLXlHNRM9MaDGRkZNK0dRsD/f0MDgzQ19uDKAicPPkOJpOJ6upqYv4Ch66iqgSDQS6cO8vpUx+yvLyEoiiMj49x5tRHpKSksqOl5ZFp348DnxEOw34/qw8f4lOczE0N0XPlItcuXuTi2Xb65oP4dAYMYSeLD/rovNXPnJBEZm09NXlGAnff59L1EaZ1eZRtqaYmR2Tx1lV6hmeYDz/euPzYWDvV1TUUF5cyMzXF3btdG6HzUXx1KIrC8vIyU1OTiKJIaXkFjoQEJJ2EXq9Hr9djMGi5OrJexmK1kpWVRWFRIR63m77eHrq7u7h39y75BYWUlpf/RRaoQCDA8PAQZ8+coauzc+O9KorC7dua6D83O0skEtmsKdjAZ9ZtJKLgW3XiG7nN6FwAX85OWnc3sCVhmlt//CPvn7rFiE8hrLdhzG+mbedu9u3YRV11PXX5JrKrd7Bl2162bdtBTVMN+VY/EY8ft5/HepKsV4c8ePgwsl7PtatX6e25RzAYeHwfEgWoWqSDPc6OwaBHEjVXwLrJfb22wHr2aGZmFioqt27e5MqliyQlJ1NZXU1SUvJfVIRjeWmJ82fPMjk+jtFoxGAwrKWBm1AUhZHhIW7dbMfv92/iw2v4jLglAIIoo5jzKazZQltrA9kGJ4FMiZG+d1icGGYgqwAZGWOsg1irDZOsRzGYMBt1WGNisFityHofeqMJg6RobRMUUB8jSQRBwGg0UllVRV5+PpcvXeTdE8dJTkkhIyMzqsQ/Bqiqyp+mT31RYqeA5uaLKBEiEYXpqVEUJcKhI8fIyc37i1MUJEkiLT2d/YcOMf/wIQP9/YyPj1FRUUlufj6OOAcxMTGIT+Adf4YkOknEYrWij80kNT2LwrR4YiUrYYuLXMebrAadLKxESEZElnVaWMJa/jqCgCSKa95RFVVZb7EgbEqmmihJxMcnUFffwN3ubm5cu0ZFRSX2g4exReO1HhvC4RDOlRXNH7FWe1nzoKtEImEtG1RVCQZDTE5M4HatEgqF0BsMtO3aRWpq6l/0eaqqYouJYcuWJuobGpmanECnk3G73WzZto3du/ZgMBrR62X0m+hEXMdn6C1ZLMRmphEbWsA1/5BZf4RgyEt4aYq5VZGgzkJs7Bd43VVtN/n07qOyWQ2jBUHAaDJRW1fPlqYmVp1Ozpw+xYMHo4RCoU35zL8VaOJsHGlpaYDA0NB93G4XAMFgkIA/QCDgJxgMEgqGCAaDLC4uMDw0xPz8POkZGbTt3EVeXv5f7A1flxJSUlNJS0sjPSNjQ9xLTEggIzOTjIwMkpJT0Ok0p6WqKNrXWkzZ48RnThLRGkdMfiWV9vcYHuvk8vUU/PYFfMPtDAVSiUvPoyBJx7wEyrr8tBYysP6P8PG3aB12Nqd6xnosUEpqKtt2NNPX18f9wUEuX7qIPS4uKnZ9BQiCQGxsLGXlFVy/epX7AwMM9A8QExOL1WbV4uPWrFvBYJD5hw/pvHOH2ZkZZFmmpraO/QcOYjQa/6psUK24h2ZiFtbX1FogpShJ6GQdqqoQCbpxr6ywsuolEAFBZ8AU48AeY8ZikBEeQzXJz+oksoOY9G0cPDLJ+2fvcPGHt7mkE1HCMo6Gl2ncUU+5bYjbtlhiRRMGWQuNFmXt5mxmA3oJBEFC0hmxxsaimvTIIgibVB1Ar9dTV9/A6uoqv37957z7znFSU9NwxDmw2myb86HPOdY3oLy8fOrqGzj+1pucOP4WbpeL7c3NmjNREFAUhaWlJW7dbOfku++wvLxEfUMjO3ftJi+/YKP+wF+Ptdo66idDG7XTQgm6WB1r5+r561zvHOWhDwRLEulVO2lrrqOuKAmL9Nk+Nn8pPksSQUJnTiRr64scS6ulamoBZ1BEsiaRlldIVnIssaKR6iOJpEbiSE62opdFpIwKtv/9/0aNOYO4JAG9LobYtEYO/1sOJKQTZwbF/dVu9osgiiJWq5Xt23cQCgb59euvc+7MGWJjY2lubXuklzeKz4coiiSnpLBn3z6cq06uX73C+++dYGzsAWlpaehkHeFwhImxMe7du8vy8jKxdjs7d++msakJk9G4SYq1gKoE8Mzf59bbf+TKlBUxt5mWNGB5nI4bx7kogGTbQ12SiEHSVAAlHCGiqCDqNF+PqOlbEQVUQULW6dB9TsHvz6G5gCDpMcbnkBuXRVZZkFBEOylk3bouYiA5L4HkT/6hmETSyxI/MWJAF5NKXrWmtCmKwsom1pmRJImExES2btvOyPAwly5e4L13T5CalkZ+fgF6gyFKlL8Q61VqCgqLeOXVb+JwOLh98ybdXZ3cvtW+pjuY8LjdTE5NYrVa2bt/P80trSQmJmphK5tzZ6B68LnmGLrvRy7YTs2Bg2xPV4nM9hAa/M90PhhkcLKWMlOY2fFZAgaVlYczzM2sErBmkFtcRI5hgenh+wzNBhHisimqKiM3ORaL7tOnz5echQKCKCHpjWt1Xb/+XWwFQSA+Pp59+/dz//4gd+7cJuGtN3nhGy9TVFT8qRDuKP58mEwmysorSExMoryikq6ODqYmJ/D7/ExOTuDz+bBaLNTV1/PiSy9TUFCITreZaQsqCDoMMWkUtX6DyooqCkoTiBdChIUMkmNl5EiYUNCDd3aY2++dY0iVCasRgsvLuCM6uvtLybEECK3OMTnnwh3pYnhV5GBrFaXJJuRPBBs+UmB81haVwWikoKiI3Xv2sup0cu7sGXSyjHhMIHfN0vKsPdPTxroSnZiUxPbYHdTU1rHqdDI6MsxvfvVLFpcWKS0r45uvfWctQnezxVsVQbRiSy5n+zdKECQJWQdh5zRzA9fonNIjF6eRnWYmtDjNRP8dbkaKqWzeRlOVn8XuM3x49RRDKfW0tG5nR+E0Q1cvcqe9i7y8TAoSDegkaUPsemYyE/9caPqJjd179wLwq9d/wdnTpxAEgRdf+gY5uXnRE+WvhE6nQ5IkdLLMzPQUF86fo6+vl/z8Al77znfZ0rSV2Fj7E5lbzTAkYbaqqEqYiH+B6e5LXDr5EX1SFdvLy6lKN+CfC6KoErGF26jb1sLWjCWmxAfc7ZskVFpH1Y4GShghdqmP3g4ni6tuPKqKEZ5fksC62JXA3v37kXQSf/jtbzl54h38Xh9HXniRiooKpLUU3yj+fCiKQiDgp+deD7/7za+5cvkieXn5HHvxJbZu3/EUCm5oBbz9rgmGL7/Le6e6uecrofkbR2lrzCNe72cKCUm24khJIT4+FrM1iNUeR6zFi5QcjyPOjCVgxhpjwiBq/pbIn+jOzyVJQNv14uIc7Ny5G4/bzfG33uTSpQt4fT7crsNUVtdoYQ1RojwS6w46p9PJndu3OHH8bW6130Cv17N3/wF2tLQ88TQFVVVACRFYfUDvhQ85e6mXKX0RtS172bO1iKwYHTp8oAoIotZxQEs/F0CQkCQZWRbX0tG1YhaiICB8jiPyuSUJrJcgSuLw0WOYzRZOHH+b61evMD8/x3f/7vs0bd2G6Qv6NEbxMdZ7Vl65dJHf/+43tF+/Tm5uHrv27KVt5y6Sk5Of8BwKoEYIumcYv3KcU6d7GaSEbUcPc3B7PvF6tAzbtUuBTxid1nsarHtdHh0R8lyTBDTRy+GIZ8++/cTHx/P+eye5c+c2v/vNr4iEI9TW12GPtSN9ZafX84f1XpXTU1PcvnWTN9/4A0ND96mprWPv/gPs2r2HtLQ0RPFJV8YUUMIrLI+18/7vTnB9MY3YMhn14T3aT99HEiRMibnk5sUiRiJa1wHlE8FSqoIS1roPbIytdSZQPocvfxMrQ5Zl4uPj2bajGZPZhN/vo7uri5Xl/8q3v/tdWtp2bvRTjIpfGpRIhFA4zMz0NO+ffJd3T7zD4uIiW5q28sqr36K0vJz4+PinE/YjgOpdYHX8LnceOJlYWGJ6eYqJWyISoAgycTUv8corbWyV9ehlGb1O1JoLCSKiTq81fdJJSIK4MaaTZWRZ+kxc4t8ESeBjx1hVdQ06nczZ06e5dOk8P/3xj+nv62fXnr2UlZdjNpv/ppuPrgcLrrpc3Ll1k5MnTnDvbjcq8Np3vsvuvXvJzy/QwlKeVlycqiKaUkiueol//t+3suoNoAiwXlRSRcSYmEdeXgYJspX9/1qMPyGfdLuMTpdAYuFeXvhnH0JKJqkGHTpdOplNr/L9PBlbegoxf+J1f7IkWZtQLQBS4El7JwVBwGKxUlVdgy0mhpTUVC5fukj7jWvMzc6yZetWaurqyM7KxmA0aP0d/0b0FVVViUQiBINBpiYnuX2zndOnPmLo/n0ys7JoaW1j7/4DZGRmfg2as6oIcgy29Cq2JlegqMpaBPo6tLrRoiQhqjHkx2WhCCKSKCBgxuzIozgOVEHrkIYUQ0x6KZVpglZf7k8Ccp8oSbSk/Y0fEARhU+slff7naydKcXEJmZlZ5Obl8e7x47S3X6ez845WO2rvXoqKSzay6Z5noqxbrgKBAHOzs4yMDNN+/Ro3b9xgdXWVmtpazYLV3EJM7NenxbcgSghI6B95O5r4/PFlAoL0pyK1AF9S5HvTSaKsJems29hDobCmEIaCBAJ+jAYDoiQ9cX1AkiTMZjONW5qIi3OQmJzEmVMf8cH779Hb06Mppnv2kJycjMVifS6rQyqqSsDvZ9Xp5P79QS6cO8e1a1fwuN0UFBTy6mvfZtv2HcQnJGA2m5+SvramR6z1xNQqOT7ZTWtTSaKqWuW9iYlxVp1OnE4nk5Pj+AN+JiYnuNfdjdVmw2aLISs7G7PZ/ER3bUmSsFgsFBUXE2uPpbyiktMffUh3VxdvvvF7Ou7cprmllbr6BlJSU7Vca70e6Rn22K9vWoFAAK/XS39/H5fOn6ers4OpyUn0Bj1tO3ezd/9+ysrKibXbn8rpEQqF8Hm9hMJhvF4PgUCQYCBIIBhkaXkJo8+ILMuYzZZN140EdRPb0SqKwsrKCu+fPMHVK1dYXFhgfn6e6ekp0tLSSExKwuGIp2nbNo4cOUacw/FUXsi6yOH3+xm6P0hvTw9dnR309/URCgVJTUunpKSM6poaysrL1jLinj2bx7pYNTM9TV9fL91dXXR13GF0ZAS9QU9tXT3btm2ntqGBzMysp+pDmp6a4tzZM0xNTTL/8CG9PT3MzExTWlpGfmEhcXFx5OTksmfffmJiYjb1Xjb1TQuCgEGvx26PY2lxkfYb1zXXjaIwMjLC2IMHVFZVERsTq2WwPaUXsn6MG41GSkrLyM7JpbKqmnvdXdy6dZP+vj6G79/nzu2blJWXU1tXT1VNDYmJSRs6yye/vi5YJ/96G4OHc3N0d3dxq72de/e6mZudxWqxsnXbNiqrqqmtqye/sHDDwvc0n0VRIjx8OMfZ06cYHxvH7/chiiLtN27Qcec2ZeUVJCUlPRHBa9NJYjKbqWto0IqWDQ6wuLCg1VBSFBxJydTU1VNdW4vZYkF4yj4KURQ3akpZLBaysrOprK7m4oXzXLt6hYnxCSbGxxkYGGBmZprKqmosFgsmkxmL1UpMTAyyLD+1tg/rpNhQxv1+lpaWcLtdrKys0HvvHhfOn+PBg1FEUSQzM4vtO5ppaWsjJzcPo9H4tQn+jIm109C4hVs3bzI4MLDRfnzdyJualkZdfeMTKQSxqeLWOgIBP329vfz6l69z8sQJVuNuIVAAABZMSURBVFedGA0G9h08zL/84AeUlJRitlg2+zb+IqwvtEgkjN8fYGlpiaHBAW7ebKe7s5P5hXlEUSQuLo6UlFSKS0qorasnOycHi9mC0WR6oqZSRVEIhbSCDKFQELfbzcjwMBfOnaWvt5eHD+cIBAJYrTZqamtpbmmlorKK+IR4jEbTBjm+DgQB7Xm8Xi8/+eF/443f/47x8TEURUEURWpq6/jO9/6OQ0eOYrVaN92gsOmK+zoHc3Pz2LZ9Bz337jI4MEB+QQFbmprIy89H0umIRCIbO/BGVyT4lC9FKwrw2TFt6NFjf7oAHvW72peMxaLDZDIRGxtLZlY223c0MzkxzujoKJMT44yPjTE2OsqVy5dJT0+ntKyM0rJy0tLSMRiN6CQJSafbqJ+7/giiKCJJn45GXv/cdTEpEol8fDqsl/OJhNfGNNE1FArhcrmYnppienqK2dlZ5mZnmJ6aYmVlRavEX1BIZlY2NbW1ZOfmkpaWjt1u/5TS++fM4V8ztn7/nyShdo1WcurTYx/Pg8lkYueePczNzfKH3/2WcDiMxWJl2/YdNG3dhsVieSKk3nSSeL0e5mZn8Xi86PV6cnLzmJ6aIi+/gNjYWMbHxjGZTaSkpGKxWNbihUKEQuFPtZReN1caPlF9Y13Z1ioJao+yXr1jvfPSx2MBZFn/KSIGAgEtP2JtF1VVlVAwhCCAbs3kq67VpJUkCavVis1mJTcvj5XlMubn51lcXGB8bIx7d7u5d/cuo8PDdHbcISMzi6SkZOx2O3FxccQnJBCfkIDJaEJFQRBELBYL8QmJa1Y9rfCbcY1UkUgEt9vN8vIyPp8PRYng9/lYXl5mYX6ewFp/EL/fz/LyEsuLi8zPz7OyskIwEEDS6bDb7ezau5eiomISEhKJi4sjMSkJm82mzeuaAzEUDGrVTz4xX6FQ6BOiIyiK+vG8iiL8yRzKn5yvQBBREjfGNGuaH73esKHrhMNhgsEAOkm3kaQVCYcJhkKIgoDeYEAURQoLi2hpbeP27VvMTE9TX99Ac0srKakpT+zU21SShMNhpqenee/dEwwODKAoCjPT0/j9fibHx/noww8QPvqQ7OwcXnr5ZbJzchkdGebypYsEAgGt56GsR1UVgkHNJGg2m9EbDBtk8nl96A0GjGvl94PBAH6/H4PegMGoyauaOVG7bj0zMRwO4/V40MkyJpMRQRCJRML4vD4EUdQsO6JAwB/YWHTrY6FgEL/PjyBqu10oFEJrGSDh8/mYmZlmcGAAURQxGo3Y7R+TxGg0buyqVqsFR3wCZrMFYa0iiNFkQq+XCYfCuFyuNZJ4NT+T38/y0hLzCwsEA0FAI8nqqnOtqY6CJOnWyJeAIDpQImEWF+ZZmJ8nGAgQCGrzqtcbUJTIhlnVaDBgMBq1DSUQIBAMYjDoMRq1sqKhYBC/34/eYMBkMqGqCqFgCK/Ph16WMVvMG12q/D4fOp0Ok9kMgM/nJeAPoDcYsJjNqIDf78Pv96OTdJgtmhnX79PGUlJTqaquxu/34/P5WFpaIiE+gaXFReLjE1haWuRW+00MRgNpaekb87pZ2FSSKIqCy+Wit6eHO7dvIcsyqqJV53s4/5D5+XlC4RCrq6vs3ruXYDDI9WvX+L/+z/9jTf6UtB0WPlFfU/icMe14fvR1nyjCpK7/I2wMq5+8bv2/T6pswqdbkgEIorYjr4tGkU8USVMUBY/Hg9frZWZ2Wqsftb77rf0tQfzYObb+DBu3+Akl/E9/Xhe31oMx1q9RlDBOpxOXy8X42Bi3bravnRratesE/TgiVt24H/50DAEEda1Cp8JGQNHnzb+4VsXzC97JRi1PAVSET42tz4WiaDpgXUMDOp2OwYEBJsbHCAYCuFZXEQSR8fExPvrgfRRFwW6PY9eevdTW1T27JJEkiYSERHbu2k1uXj6StCb/rh31mmKskJaWRkJiIosLC0yMj+P3B7BYLOh0Ml6fm4A/gCiKa6VLRQJ+30bDyZgYrf9eMKg5x7Qd2oqkkwkFA3g9HgRR3Ng9Q8EAHo8HYO1UMmrXebXd2mQyYzIZ15xtHhRFwWw2YzKZCYaCeDwewqEQVqsVk8lMOBzC4/EQCoWwWK1YTSZURcXjcRMMBjEajdrOi4pr1UUwGMRgMGJZ22VdLteaaKPHarUC4Pa4CQWDyDqttjKA1+slEAggyzI2WwyCAD6fNg+yLG+0WPP5fHg9nrVTTGu04/d58Xg8SDodVqsVWdbj83o+NV8GgxGv14vX6wEBrFYbBoORgN+Hx6PNg80Wg8FgJBj04/V4iEQi2Gw29HoD4XAYt8dFJKLpDQajkUg4gtvtQlVVTCYTBqOJSCSCy+0CVcVgNGI0mYmEw3g8biKRCLKsVar3+30sLS4yNzcHqopOpyMlJZlwOMzc3NyaLhbGu/Z7m4lNdyYGAgFW1uTqj43amhkPtI3HZDRitlj4xU9/yvG338RgMPC9v/8+drudt/74BpcuXiAtPYP//n/8n5B0EmdPn+bURx9itVj5H/7T/4zD4eDSxQscf+stHPEO/uEf/5nMzExu37rF73/7G2JiY/ju332f/IIC7nZ18etfvo5Op+N7f/99yioq6O7q5M03/sCq08k3X/s2La1tXLt6lV+9/gsUJcKr33qN1radDAz089Mf/winc5XvfO97NDe3MDE+zs9/9hMmxsd57TvfY9fu3UxPT/P6z37K8PAQL7z0DQ4eOozT6eS//j//hYmJSfbt28/ho0cRBIH/8p//b0ZHR9nR3Myr33qNcDjMz3/6Y+7dvUtNbR3/9C//isfj4Y3f/4729nZKS0v4lx/8G6Kk4603/sD5c+eorKri+//hH7Farbzz9lt89OEHVFVX873v/wMWi5WP3n+ft9/6IwWFhfzTv/yA+PgEPvzgPY6//TaJiQn8wz/+MyWlpXzw3knefOMPxMXF8Xf/8B8or6jg6pUr/P43v0EQRf71B/9GSWkpnZ0d/PbXv8btcvGD/+4/UlFZSX9fH6//4mcsLy3x/X/8JxobtzA4MMBPfvRDZFnHS6+8Sl1dPTMzM/zw//t/kUSJQ0eO0rR1K2NjD/jFz35KIBBg9559vPqt10hJSWZlZQW3260tko1T/OP1pTfoSUtLJyEhAaPJtFnLeHNPEnFNtjc94gHC4TBzs7PcbL+O1+Ph4KHD7Ny9G5PRxIXz50hNTaOltZW9+w/gcbvp7uwkMSmJutp6Dhw8hCiKDA4OYrPZ2NK0lf0HDhLncDA3N4fZYqa+oZF9+w+QmpaG2+XCaDRSXlHB/oMHyc3Nw+N2YzQaycnJZffefTRu2cL4Wsn//IJ8du3ZQ3NLG26PB5sthqLiEg4fOUZ1TQ1XLl3Cbo8jISGRI8eOUVtbR0fHHWwxMVRX13Dk6DF2tLQwNHgfk8lMaWkpR44do23XbhYXFzBbLBQWFXHw0GHadu5ieWmJN9/4AwWFhezbf4Dde/cyMT7BqQ8/ICc7hz1793Pg4GEezj/kzKmPyM/P5+VXXuXg4SNMT01hMpvIysri2IsvsXffflwuN9euXCYtPZ0XXvoGh48cJRgMcu3qFZKTk3hxbSzWbufalSvY4+wcOnKUg4cOk5aeTl9vH/Hx8dTW13Pk2AskJyczOTlJQnw8DY2NvPDSN0hITMTpdG70jHnxGy+TkJDI7OwseoOehoZGXnjxJVJSUjlz+hR6vZ4tTVt59VuvkZWdxcrKCjpJR/2ORl791rdoaGxAp5P/7Jq+T7yJz9PA/PxDzpz+iNHREYpLSth/8BA6ncyZM6fp7OwgJzeX/QcPIwgCt2/f5Mb1a2RmZvLCSy9hMpnovHOH61evkJCYyN79B0hMSqSz4w6XL17AZrPR0tpGckoyfT09XL50EVmvp23XblJS0xgaGuLqlUsEg0EOHDpMTk4u3V3dXL54AUEU2H/wMPkFhfT23OPD904SiYQ5euwFCgoLePBglBPvvE0gEODQkaNUVFYyNzfHu8ffxu1ysf/AQbY0bWVubo6T757AubLCjuZmdjS3sLy0xLvvHOfh3Bz1DY207tyFz+/j/ffe5cHoKHX1DezZuw+/38+li+cZ6O+ntr6OA4cOEQqHuHj+PD1371FdW8Pe/ftRlAjvvXuC7q4uyisradu5C6PRxPsnT9DZcYfi4hIOHT6KpNNx5vQp7ty5RUZGJq9+69vExMRw8fw5rl+7isMRz8uvfJOU1DSuXrnMuTOniImN4eVXvklCYiJ37tzmow/ex2Q28fKr3yQ9I4PBgX5OnngHSRR56ZVXKSkpob+vlw/eO4koijS3tlFSWkZPzz1OHH8bg8HAjuYWcvPyGBwY5KMP3icUDtHc0kpVdc1GpuOfRjJ80ddm46mSZD2HYXxsjLfffBPnyiqlZWXk5uWxtLjAW2/8genJSQqLiikoLMDtcnH6ww8ZHRmhsLCI6poaVl2rnD1zioH+PoqKi6mqqiYQCHL6ow+5fesW+fkFlFdUIIoSH334ATeuXyMnN5faunr0ej2XLpyn/cYNUlJS2bZjBwajkfYb1+nu6iQhQWvrYLFYuH3rJrdu3SQlNZWysnL0sp6eu3e5cvkSMbGxVFXXoNcbGB4e4uLFC1is1o1IgtHhYc6uLbbKqmriHA5GRoY5eeIdDAYjFZWVJCUnMzU5yXsnTxIKhykrryAlNZWF+XnOnTmDx+OmoqKS7JxcHs495ML5c7jcbgqLirFabYw9eMD1a1cJ+AOUV1Ris8UwMz3N5UsXcTqdlFdWEhsby9LiIlcuX2J5cYmi4mKSk5NZXl7m0sULPJybpbCwiNT0NFadK1y5dInhoSGysrLJzMrC6/XSfuM6vT09JCWnkJ9fQCDgp6uzg861072oqAivx0t/Xy+joyPk5eVTUFhAMBigr+ceIyPD1NTWkZdfQCgYpK/nHqOjI5SWlZNfUIhhzfT7dcJTJ4nT6aSn5x6zs7NsadpC45atCEDPvbtMTU1SVl5BfUMjellPd2cHk5MT5OUX0NC4BVlvYHBggLGxMdIzMmnbuROr1crI8DDDQ0M4HPG07tyFPS6O0dERenvvYTKZaWltIz4+numpKe7e7cZgMLJ9RzOJiUnMzszQc+8uNlsMLa1tpKena9d1d+OIj+eb33qN/MJCZmZmuHfvLmazmcOHj1BcUszS4iK9PffQ6XQcPnKU0rJyVpaX6e3tIRwK841XvkldQwOrq04G+vtwu1wcOXaMhsZG/H4fvb09uF0udu/ZQ31DAxFFobu7C7fbTUtbG1u3b0dVFQYHB3A6V9i5ayf7DxzC7fZw8fwF5mZnqW9sZO++/YRCQS6cP8vYgwdUVFZx6PARBEHg6uVLDPb3U1ZRzpFjL4AAXZ0d9Ny7S0lZGd949ZuYjCa6Ojq4291Fbl4eR469QEJiIt2dHXR2dJCalsaBg4dISkqiv7eXrs5OHI44jh57gZSUVPr6eunq6MBqsfLSy6+QlZ1DV2cnN65fw2g0cvSFF8nOzqa/v5dz586g1+s59sKLFBQUfO0IAk+ZJKFQiIH+Pt49/jaLCwtsb26horKS+/cH+f1vf8vM9DRbmpoor6hgZmaGH//oh4wMj9C4pYmqmlrcbhe//MXPGBjop6a2lta2XTidK/zq9Z/T19tDaXkZrTt34XV7+M0vX6fj9m1ycnLYtXsPAL/+5etcuniB9IwM9h04iCgIfPTBe1w8f47U9HQOHzmGLMtcOH+Os2fPYo+1U1vfgF6WOXv6FO+deAebTTsdbLYYzpw+xdtv/hGzyUJtfT22GBvXrl7h3RMnQBBo2roVe6ydmzdu8O7x4wQCARqbmkhOSaXj9h1++6tf4nK72NK0VRNj+vv56Y9+xPz8AluatpGRmcnkxAQ//8mPmZ6aoqq6htS0NMbHH3Dm9EeEQiEqq6rIyc1lcmKSD95/D4/bTUlJCXn5BczNzfH+eyeZnZ2hsLCIoqJilpeXOXf2NKMjI+QXFFJbV8fKygrnz51lcGCQvLx8qmtq8Pm8nDr1IR13bpOVlUVFVRWCIPDB++/Rfv06aWnp1DU0otPpuHLpIt3dXcQnJNDc3IKsk7l1s53ZmVmqqqspKCxEFEU6Ozro6+0lLy+f4pLN78f+1+KpkiQSibC4uIgk6djS1ERNbS1Go5Hl5WUikQj1DQ3UN24h1m7H6VzB6/VSWlZG07Zt2O12nE4nXo+HouISmrZtx2qz4fP5cTqdFBYXs31HMynJyfgDAZaXlsgvKGDr9h1kZGbi8/lYXFwgIyODpq3aAlz3cqemptG0dSt5BfkoqorX4yUvN5d9Bw+SnKyZId1uF6lpaRw6fJiMzAwAVlZWsMc52HtgP+kZGYiihNO5QlycnT379pGVlY0oaWMx9lj2HTi0VjdXx+qqE71ez67deygtK0evN2yYT7du20p1TQ0mowmf14eiKGxp2kpFZSUAS4uLGAwGmlvbqK6pRVVVlpeXEAWR7c0t1NY1YDQYWF5eQkWlobFJEyOtVhbm51EUlZq6ehq3NGEymVleWiIUDlNZVUVzaxt2exyu1VUC/gDFxcW07txFYkIiq6uruFwusnNyaNu5m4SEBDweDz6vl7y8fNp27iQhKYmIouD3+ymrqODosReJj08gEAjg9/kpKChk74GDWpX6r2n6gfTv//7v//40Png9pMLn85KenkHbrt2UlZWh0+nwer0kJSfTtnM3ldXVyDodPp+fOIeD1p07qa2rx2Qy4fV6sVpt7Ghpoa6+HpstBq/Hg9lsZvv2HTQ0bsEWE4PP58NkMtG0bTtNTVtJTEjA5/Oh1+tpaGxi2/ZtJCcnax5gnY6Kqiq2bW8mOSWFUCiEpJNo3NLEvv0HiImJJRwKAQK1dXUcOnKUhMREQqEQkUiYysoqDh05SkpKCkokQjAUoqysgoOHj5CUrNXhD4fDFBUVc+jwETIyMxHQNozsnFwOHj5MXn4+oqhFAKSmpXHg0CGKioqR9XrC4RCJCYnsO3CQktIyQsEgHo+blNQ09u0/QElpmUZ2l5vEpCT2HzhIeWUFqgqrTicOh4Pde/dRXVOLLMusrCwTG2unpa2NhsYtGI1GVpaXscXEsKO5mW3bd6A3GHA6nRhNRrZtb6Z1506sNhsulwtJJ9HUtJWdu3YTFxeH2+1GEAXq6utp3bkLh8OhmXGBurp6drS0YjAY8Ho8qKpCRVUVbWsi8ddR1IInFAX8RQiHw2vZZ1qckNm0HrLgJxDwI8t6zGtOt+BaJp2s12+kkgaDQTxuN7JexmQyo9PpCAQC2pgsb0TiBgKaU1GSJIwmEwaDYcNZCAJmkwm9QXOIeb1eIuEwZosFg8FAJBzG5/OhqioWqxVpLa7K4/GgKgpWmw1JklAURdv5Fe06nU6nedzdbs2ZZjYjy/JGdKuiRDAaTej1epS1nTYYDGIyGj8VHrJOcKPJBKpKYI0UJpMZo9G4EUoTCASwWK0Y1kJ21p2PZrN5IxRHy/ALYDQYMa4lVPl8vo0YKvNawKDf59uIyVoXgQKBAD6fdy2bU4u81Qjq2bhOFEVCodDGmGlt/oPBIF6vZ+N9rr87n8+7EcP2dT1F4CmTJIoongV8Pc+3KKL4GiFKkiiieASiJIkiikcgSpIoongE/n8e3ZtadnNZqgAAAABJRU5ErkJggg==)
physics-General
Maths-
If the lines
and
represent three consecutive sides of a rectangle then ab![equals](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAAJCAYAAADU6McMAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAIzv8arAAAABZJREFUeNpjYMAE/4nAQwgMM+8MYQAAvYER7yMcYioAAABJdEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1vPj08L21vPjwvbWF0aD4wTGvlAAAAAElFTkSuQmCC)
Hence ab=18
Choice 1 is correct
If the lines
and
represent three consecutive sides of a rectangle then ab![equals](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABEAAAAJCAYAAADU6McMAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAIzv8arAAAABZJREFUeNpjYMAE/4nAQwgMM+8MYQAAvYER7yMcYioAAABJdEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1vPj08L21vPjwvbWF0aD4wTGvlAAAAAElFTkSuQmCC)
Maths-General
Hence ab=18
Choice 1 is correct
chemistry-
The product obtained in this reaction is
The product obtained in this reaction is
chemistry-General