Physics
General
Easy
Question
A man can jump to a height of 1.5 m on a planet Α what is the height ne may be able to jump on another planet whose density and radius are respectively one- quater and one- third that of planet A
- 1.5 m
- 15 m
- 18 m
- 28 m
The correct answer is: 18 m
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If
then ![sum x fraction numerator partial differential u over denominator partial differential x end fraction equals](data:image/png;base64,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)
The variable v is used just for simplification. When we take partial derivative w.r.t to certain variable, we keep other variables constant.
If
then ![sum x fraction numerator partial differential u over denominator partial differential x end fraction equals](data:image/png;base64,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)
Maths-General
The variable v is used just for simplification. When we take partial derivative w.r.t to certain variable, we keep other variables constant.
chemistry-
Which type of isomerism is observed between I and II
and ![](data:image/png;base64,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)
Which type of isomerism is observed between I and II
and ![](data:image/png;base64,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)
chemistry-General
chemistry-
How many spatial orientations are possible in following compounds-
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)
How many spatial orientations are possible in following compounds-
![](data:image/png;base64,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)
chemistry-General
chemistry-
The configuration of stereo center in the compound is –
![](data:image/png;base64,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)
The configuration of stereo center in the compound is –
![](data:image/png;base64,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)
chemistry-General
chemistry-
The IUPAC name of the given compound –
![](data:image/png;base64,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)
The IUPAC name of the given compound –
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAUwAAACLCAYAAAAK9KDnAAAgAElEQVR4nO3dd3hc12Hn/e+5ZXrFYNBBgKgk2MUmFpGqNCVZsi3JkizLcuTYcdZZO7ubspusndX75tlsyrubxHHi+E1sx12WrF6sQpGSSIqkxN4LiEIAJDowg+lz7z37B0CZFCkHskVKls7nIR4+nAFnzj1zzu+ee8+5d4SUUqIoiqL8u7T3ugCKoii/KVRgKoqiTJMKTEVRlGlSgakoijJNKjAVRVGmSQWmoijKNKnAVBRFmSYVmIqiKNOkAlNRFGWaVGAqiqJMkwpMRVGUaVKBqSiKMk0qMBVFUaZJBaaiKMo0qcBUFEWZJhWYiqIo06QCU1EUZZpUYCqKokyTCkxFUZRpMv7d35CSs1/6I4S44Dlg6nnBL56W/OKbggRi8q/LTE696VRZhLigCG9+ndF5z51T9ov8n8vp3K9buqDu31rHF9S9OPvnMplqCxep6/O+NurN596u/O+FX9TZRdvqOX3gvG07+/hlbidv2y7erpzn1PWF7eii7/BL+8DFP89f9v7//vtctFxvvt4vyZbL3G7eJjAlTjGPNTFAR08/QxMFpCtASWmcsoCB7QoT9cN4xxHOjKZIFgQyUMaM2mrKPTkSfUfpGrEpSjdGsJzmhkqiATemdvm2zrEKZBMD9PX2MpAo4vhKCJeU0hzOM1L0kB/pZ2wsQc4RaJFqKsvLqPelONXdSf94EUuamNFaGuvKiAXdl3EoLnEKWQqJ05zoGWIsbaF5QsTLYkR8LoQnRNRjMdR+hNOjGVK2gROsoKW+ihIxxkjvcU6NgqV58UaqaG2tImDo6Jeo6qVj4+STDJ4+xamBBHkLjNJ6ZpbouA1IJyYYGxlhPGcjDQ+R2hZmRgT2aCfHepMULIHuK6G0egb1ZX7cxuWqaQnSoZgaZuhML8fPpMD0E4iWUhfVSZtxoj6JSJ6mt+MUowWB7QkTKK9jfnWARN8RevrHSOQEwldOdW0ldZVhzEtWXIldzJIbP037qUESWQfNFyEejxH1aeTyRayhXs5MFLGEiRmpoLG+Fm+6g8H+fk6PO0jdS6S8lrqaOBHvhV1fOhbFXJLx0x2cHMiQFx7ckXJmlTjk3TF0l5tA9gxdXb2MZhxs04u3vImmUh2Sp+juHWKioCG8MWIV1TRWRzC1twanxLGKWKkBunrOMDCex3H5iZSWURE0sM0Q0YAg2X2c/qFxxgoC/HGqa6qoDkoSPQc5NWKTc1zo/jIaG6ooDXowL1UDf4uLBqa0LXJjPXS9+lO+9firbO/OosUaWbhsKWtnGCTqbuKmOZIDP/tbfvzcG+wY1NAXfZL/8Nv3cVvtGXZ8/4/4++eGGXCqiV9xJ1/7w9tZ1VyK6dIvy0YhJfnxXo5s+hk/efw5NnekoXoJbVcs5nMNp9nhWo699SdsfXkzRzM+Qqt/i8/efSufrz7E8///X/KjzcMMWBU0XvdF/uTL61kRcHO5sl7aBdKD7Zx46fv8w1O7OXgmj7eqjVXL2lhQE8JuWc8tLVl2/Ogv+e4LBziUCaItuZf/8R/u4hpzB5u+92d8Y2OaUa2R1mvv5X/+2Z3MCnvQL8WuWErs/ATDR17lmZ/9hAe3d5POa/iv/BSfmZXGV1bJeGc3+194jJc7UuRK53Lt57/KH68NMvrS3/M/v7OFY6Negi3rueP+z/GF9Y2XLTCldLCz4/Ttfo5nn3iEb24dwh2uombhVXx6VpYTFZ/iunkegvue5Lt/+w1e6IVc7UqWffI/8o1PtXDk+a/zrYdeYUu3SXDW7fzW5+/iCx+fh8GlGdU7doH0wAkOvfgjvv7kTk4OW7hrF7JyaRuL6tz0FiKYm/6ZB1/rYNhVSdna+/jql+6hsfMJHv/pj/jB1hRZ/yzW3P7b/P5v30DYa1wQZFZ2nIHDW9j48Lf5zusjpI040fnX8ZVZZxio/QS1Lc3M7n2BH/3dN3nuWIZkrI25d/03vnZDBPnGt/jG955hW48Lb+N6brnnM/ynOxcS1vTzjzZsi3ziNN1bHuY7j29i04kkenQms5at5iP1DiM1N3PLAp1jT3yTnzyxiS39GmL+x7j/t+7j/rkFdvzwv/KNF4Y4lS2jZP7t/Okf3cnVbRWY+uXJFv2BBx544PyHJLmxXg488X/4q28eJHz97/B7f/y7fOGqBiKnnuYHr/ai161kWUstjW0LiIlTZEqaWffJL3HXsirKYqXU1DUR5gzjTR/j9++/lata4/hcOtrlGD9LG6eQZOcP/pTvPtpNcckX+IP/8RV+Z1UlFYMv81c/eZ34lfdy/YoW5sstDDTeyd133MFdy2oIljVQFw8iTcHOyrv4my9ez6IZUTymdpkOuSSZwWNs++nX+fNvDTH7M1/my3/wu9x7RZz8/p/xvW1Jos3LWNlcS03TbKL5fdgzlnPPvV/glvlxSspqqa6fhVMYZ3T23fzRZ9axuDaMS1yaQxfHyjBw+GW+8xd/xeb0Gu760z/mP33mTm4KHeRnj7/AjsQM1t/7OZZEetBNG3n9X/KnH22mrixCaXUri4y97I3ewKpb7uK/3NRC0G1cnjaCxM6n6Nn4T3z3X59nh30df/zPf8YX169kpdjJTx57id6SNSxurWFOSzN1ccmE4WHG9b/LH9+6kPKIn3jlTGr8afab8/nsZz/FPWtbCLuNS3QkIkmdPsT2n/wFX38oxcLf+QN+7z/ez30LfFgHHuEnuwpULVrPrdcuoGL4SbQln+eeO25n/awwkcpZ1MR8oBUYXvA7/Ne7VzC3KviWoz0JToHurT/mkX/5Fx7tv4Ev/sUf8XufvJb14Xb+9fuP0OVdyJy5c1nY2kqVP4HmtvGu+jL/752LaKyIUVozi9bgGDtcy1n70dv5/ZvnEvGab9lRS3JjPRx59u/53/+4E+PK+/i9r36FL17TSv3gz/nBpk4KVStYPquWhpY5lLkHyPjLWXPHV/j0yjrKSqLU1rcSEYMM1K7n8/fdxvVzywm4L1O2cLERpp0i2bOTzVvGEHPXce26FSyqKcFPCR7nNqyKHjojfoQw8PoDREtChMJuyuIx/F43LgO0knIq41Ga3XXUVMRwm/qlGeFchLQy5E9vZsNLKahfzUc+toaF1SF8ThCfLvk8EQZjEcKRNGbYjd8bJ14SJuBxI3SIRGPUVJbRWDKLyngYr0u/TGHpgJ1hpOMNduwuUHHjJ7ju6iXMrw7hKvWxtngbrvY0qbAfXRj4IzGi0SARLUh1eQlul4GpeQjFa6mpLGVWqIHyeBTXBYdE757iRAede95g/2gLK76yntWzGqkL6DiB9XwuZ7MjN5NgNEI04iMa8uKL1RDxe/C4NexAhOoSD/X19dTW1BLyXrKD2Qs5BYrJdra8eIw+Yx5rPnUTq6pr8NsF0uatfNZx8Yo/jEt3Ybg8lMRLCUYieGMxyiJedE3gC4SJl8WZWR+ncUYFfo/r0oSldMDJMti+k5e3SkpWrefa5QuZV+bFLPWw1p7APlkgEwkTLs1RGtKJlEQpLYniMQR4A0RjcWZWldBU0UIsEsLz1lG8Y+GkT7B/+3H2DzRxzVduY0VjNZU+ByuwnvvvGeJAsBK3bqC7/UQiASKRIKFYGVURDx6XgeMNUF4apb5+JvW11UQC7gvCEidP8vR+Nm8aoNB4NWvXrWJxVTkBrYSg+CT3lRzjcEkATRh4A0GiJWFCEY14aYyQz4PLLGBE4lTES2iO1lFTGcdjGpctW+AigSlzSQaP7OFgr0709sW0VIcJelzo0qC87RqumZFhoRMi6gJhC2zLxi7mSSdHGRnOUtCL2OMJCkUbwzeV/HaedCpLruAgdRO/34fLNC7JeTU7N8HYwU3sPh2kbnUbC1tL8GlgUEJJ00o+VlbHoB7CHO8laUusfIZMapThIQtDAyuVwbIkAbfr7BQAdrFAMZMmU7TA8ODy+vG5tHf3MF1KZC7JmQM7OTbqo/HuhTSWh/CZJpoRpXbxLfhbC2RFBF0T2FJiWxZWPk9qYpjhIYO0ZlGYmMCywWXo6Jf4PELh9BFOHjzIQHAts+fXUhl2owN6vI0FN5QyMycx/RpDtoNlWRQzCcbGspg5DSc9RiZTxG0YuM2zzdChkM6Qy2TJIfD4g3jcbt7tMznSypPpPcobBxMU51/PosUzCAsNDA/hqjauvKmc8lyM0qAGiMnD92KeXCbN2OgQeQ3IjJHJ5nGZJprQLuHkg4PMT9B3cC+HEyXMXzSf+hIfXpeJZsapWnwLNzXnyAgvrpTEsR0KuSyZ5DCDgxo4RSbSGYo2+FwuNE0D6eA4FtlkirwNjrAxzuzhwNERzrjn87lrGoi5wdQEZmkzq2/9Ao3FEoR7arpOSqxigUImyejwEGlTR6ZHSWZyuHUD0zCmzks4FLNZcrk8ecvBMCWnjx5gf7fEf9MVNNXHCHhcGJiUNK9kbeU85llBSj2gZQWObWMXCmRSo4wMW1iGhUyMUyjamIaOy9DByZNO5sgVLBzdhd/nw20a6JfozM4FgVnMpjjT28Gwy2BePErA0Cf3nEIDM0gwEiQ49buWEMhijuFdr/D9Pd1sCJmYmsTOJUiks9R8tIgmbIqJAzz9vSd4Zf8ZrMYrueW2T7K2OULI/ZazKOfOvr1DZ2fZirkMfcd2MxpsY1YsQlRIzh5Qa6YXd0kjNQjSaQ2JpP/VH/LPOzbyeNgNQsMaP0XSW41vnUQIENhkx0+y84cP8szuDvJta1n90U9x6ywfHvOcechftexTs4nScShmU/T2tJPwNFEa9eE7OzoUOriiRKMQnXw3HE1DFvP0vvYYf7fzKOVBAx2JlZtgxHLR/An7l+55f7Xynn9oP3bmFD1nOqH6LqIu1zkTHgIzUEbMP7l9o4ZB+tQBtm/+fb76lAuPKXCKWfI9O8muvYX52uRqBkjSs/sFnv72M+zAzZJPfoVPrGpjZuT81v+r1vXZNuIUC4z1n6LXyhMuDVHqOmejDC9msIbm4OQSAycLQuhkO3az6bWv0v5YGFMXyEKabGqU5OxPc6sjLzqKfzfas3QkVi5LX18niUALkWgIz7ntwgwRLQkRcSxSaYG08px47l/Yu+l5qkM6joR8sp+0O86smRJNgJQF8hMneP7/fI8tvSmseWtYHTxMb3YCWV1Ohelgiqm9lGagBeupmiwVSBCaSabvKDs2/T/8l+fDGLqGtPLkh08ytqCBhVfC5OeZoW/fi7zwo+fZkTWp+8i9lB8+yajpMLOshKCuo599XcNHIOwjMLXtVl4grSJjB17itf2DbA67cWkSJ58kmckSu34dmnAoTBxi44NP8/y2DnIzl3DzbXdxQ1v8gmx5t1wQmJqmY3p9mFEfHo95wayflJPT+mKqkQvDhTdey6y6Vcyv8uHRLeyJfjrbD2L7dKTU0ApuyprmMMcdpKc/QffuLpLVswm63QiZI9n9Oi88/irbjp4m9w53DUILE6+/gpvuvZm2uBdD0/H4gujRMG6PC9f5p5yR2DjoSEeC0PBVtdJYP5/5NQGE0Cme3s2JMYczU8Vwcnmyp4eYKKul+SqNU0cHOfzgayz5kzXUGG5czgTWyD5++t0X2dc9TGq6S3mkwLYDNK9ax3XrlzMv5kbTdFxeP2Y0jNc0MM97LYkz1f+0yQ8CYbgIVNaxoHkNLaUmhpAUkv0c7ejCZWqc310tiuke3njmWV7aepQBy+EddWep4Q23sOzm9dywspmwBobpxhOOYIZ8eIU4/5BUSqSUCKGDdHAFSyibcxUr5nkJewROdoz03i52B8zJZSKOJN/Tx0SygH/VQq7M9NL34l7ay6JULK3Gg8RJneTg5k08/OhOEqaOM90lMo6bYLyVtZ+9lytrfUSEhmF6MKMR3AEfnre8jkRiORJdCOTUv81wnJqSJVzVVo1bB7KjDJ06wD6/gaaJ8+pS2qMMHNvBoz94ifaJHPl3FJwCQZimVeu49oalzC4xEZqGy+/HLAnjdZ17ZDb5uo6U4DiAROgmkRmzaKhfxvxyHceRpPr20T2aRRMCKSV2rkjy0EmcxhbqS/vpO9bJyXw3CZcHIxzAx1uWJOHgyKlBx+Q7YgZilLUuYfWCSjymgZOfIHWyyPbw5ASptB2Kw6NMJAq45s1m3sQQR378GsXIGNl4JV6PG9dbPr5zs0UiEbqBO1ZFU81KFtUE8Rs2dmqA7o5DpH06Ugq0gotYfStzhZve/hS9e7sZrw9PZss7qPXpuiAwdZeXeFkl3uIAg2eGSBSqiToudOEgi0lGx8boS4SYWRPBI0FoOoH6Bcy56VOsb/ERMgrYYyfY+dwgWz0aEoHuq2PByhgzk33sfb2TtHBxbhQIIRC6hm4YGO8oMCVC09F1bWo0CLrppqy6CU8uwfjoKMM5myq3hqZJ7GKGxHAPvdlKSuXk3jbcsoJrbryZa5vCmBoUu0vZ9NpOHhZTzVFoGO5yWq5pYpm3yPFHX2TXjl305VZS4XNPBrLQ0HUdw9AxprsmTwo0MXnYLAQgBLrLQ3lFFeaRDKcHEkwUS/G7QMNGFkcZHkkykovRMiM4ucpU0ylpWsKa2z7FskoTr2aRH+9kw5M/Yo8h3gzYXxBomo6uGxi888DUdQ3tnHOiwZIy4tFSMv29DGVz5OwAPl0ARXLp0/QNQrCsBikd3LEaGufdwyeu9VDuF9gTp0mFtnEmbWI5Z9dw+iipW8g1KysIZ4/z9F+/zOD4MElZjXuqjoTQJ9uJYeBMr6KRjo6h62gak+1ENwiVlBFzScaHhulPFqgPTO5aZTFHNn2aw2eCVJdHKPeCQOKK1zNr3u3ceX0Dfh1kqoee1wsMtk+e437rOkJNm2wTumFgvOORpo6uaZOvKQS66aEsXo62e5yB4VEyVsVUu3CQxTH6hyYYzQapdk22ifJ5V7Nu3cdZWaOBUyBxPMIrm7fw+tlAEjqGp4YFNy7nykyCow89xdH2DEV8ZIZOc2rMoiRqYBoCx7bIT3TRNerH4y+lPq6BY+OOVtC48GPc/dEmPC4dJzXA+M4Rejrck6NQIXBwE62dz+orrsI3eoqnXv0O/S7IZyyG+wdI5Osok25MJI6VYmx8mO6RII21UbwOoGn4a+Yw58a7uLUtTMQs4oyfZM+GUV7SNRwJuqeGOcui1LY1cXDPccZybi7l6uMLAlN4gsRmtNHqP8Rrmzeza2EtkTaBX3PIjpxk364eBgLzKCsPY9jWZAPUdAyXD38gRNDIUZjQKGTHmdAzSMfB8fmhay9d+7exb7iUmYur8LnMyf2Y8BCoXcmtX1zOzfY77MQAYjJ4DNNA0wC3n0jTSuZ4/o1Tu7ezdflc1rcG8RoOmdEu9r26i8Gqa1gQnwxMoRuYLh/+QBCvLklpkM9OME6WouUgTTeRlmbCQiCkTaa5gvH8IEKCA6D7MWLLuP3Li/m4807LL9AMA8PQ0ZHgCVFaP5d6sYE3nt/G0plR/DMjuMmROn2UXXtGKFRdQWN1AOk4k0GrGZguP/6AB7+WR58Q5DJJEtkclm0jpT51GG1g+Gaw9GOfY9FHnclRyTuu6qkA0CabpLushfoZdXi3v8KrW6+gPupnRkADOcbJnbs5MhqmbXUcNxoIDc1w4/EHCQYFluUikU+RTE2QLxaxJLhr66gRABLbnEvDwtdJBm0cB6Qu0HwzmXN9LS1rP8Xkb02/noXQMFzm5A7KduEpb2ReheSlEzvYtG0+rR9txofESp/h5K5d7Ey34fb7ibudqcX4U+X3Bgl5BbblQhbSJFNJipaFZTu49MmTP0KPUtp8Hfd/dS3OuYu530F5z7YLDYlw+ymva6VZPMv+V3dwZFEt3ko/LpkjO3iMPbvHKZTNobzWAUDTTUyPn0DIhSimyWKRySRIZvLYjoNweylZuIioplFIuqidW0ku3kbzgT5yR7bw7MarqbxuBpVBA6cwSsfrOziYb6GuNUxdzJjacQk00zP5eXp0bCdBsphlIj1BrlDAlgJXaRlVpXGktMkLQdsaPx53hOadnfTs2MyuRfWU+3T8mqSQ7uLAjg66zTbKy8OY8vxs8QWCBF0FrIxOMTdBUmTIF+3JbOk7Qs/eTezuCVG9qAK/661Lpt49Fy4rEiauSAXlximOv7SBw8Mpxq0ko93H2X/oNIPj5ay8upmqgM3A0d1s3/gsm08kyQQaaagMEZBJunc/wyOPP8PWPi/hcCW1lQHGDz7Jxg1beWFPBk+8mrmNpYR9k6EphIam6RhTI4d3+nPuyEfoLrTITKq0I3Tu2sPrx/pI61kGu45x9GgvXYNVrFoVo9i9j9deeIrXznhxRWZQHQ8R08bY+/KjPP78y2zuMZldU0FFaZCA1zUZrpkBTo/kGHHXs2D2DELG1KSW0ND0X638unb2NQRoJt5IGZHicd549AVOFvMkcuMMdh5n195BJoq1rFhVR9iTp2fvFra89Aw7ejWyoSZaqsK48wO0b3+Mnz7xc14fCFJTVkZDXQxTE2hnG7mmvTlCe+c/Opr+iyVWmidKIOyH9hd5bXsHg3qO9JleTp44yu79OlUN9TQExti36Wle3ttNl1VNW30Zpe4iyc7XefKh7/LkEYnmiTO7voKgz4VpaGBlcUbb6chEqZzZQG00MLm+8dcqv/6L0bHQ0LwlzIjnGTuwlde2HWOoxGS04zjdHe3sPexjxTVzaK4wyA51sfvFx9i0u50+qqkoL6cuatJ/dDMvPfUgj+wcwgzUUlcZIxrxvnlOTmi/eps4t12IqXbhC8cosw+z78VttBcKjE+MMNR1lF17hyno1Vwx18v44e1sfPE59qarcUWqaa6JYQ8fZ88rj/HQc9vYn4gzpzZGRTyE122gYVNIj9E/mkfUr2VJS4DQ4Ou88MxukhEY6TtFT8dRduzx0LqolQVNfopjvezZ+BSv7jrOyXw5VdU1lHgsMqcPseGJ7/OzncPYZoyG6jJKIt7JI0Y7Rz55hkOJUhqWrGFFbYqeTS9xuD/BCBnGuo5x+EgPfUOlrFzbTE0YBo/v4fVNz/Lq4WEm/M00VISJ6Bl69z7H408+xctdGsFQBQ2VAZLHX+SVFzby1BtpXKXVzG8tI+Q1L8mqhYsEpkA3DAJljdRFJhg9c5yDBzppPzZGVmvkqlsW0xQPYDgJTmx8hJ3tEyRzkrwrTLy2iZmeEU68/izbT0fwahqjVimts+qYUd9C4+wraDA9hJ0C0bY64j7PmxslphrHr/pzbvmFbhIsa6QykmX01D4OHe7mxJEEWVnPmtuXU+edoGv7Bl7rEhQsScYTp7SqlkZOsmf7Ro6MBCjVCuTc1cxqqyHuE4jcIEcO7uT4hAtvw0JaY+7zrmL41ct+XuWjm26CZQ00Rno53dfF4YPtnGxPocfmcPXHFjEj5sWQ4xx68Ul2nJJkLMG4Ead2Rh1VxRMc2fEcB4ZClBgOObOSuQvqiLjOWdb1a9bzucUVQscMxKiuLiVQPMLBgx20t3fR2R1k/k2rWTw3Rv7YK+zYdYzutB+XyKNVzOKKGg8jB55mwzGJpnlwRIBgRR3NNSFc9gTjZw6xedd+khVLaa0pJeI+d2nXu1D2qUN7X2wG8XgA18QB3th7is6jPfT0xVh043KuaC3Hp+cZOLiZ17ftpSfjQxeSYqyFFY0hTu96nK0n8ti2gSWihCpqaK2Lnrdw/ddr0+e3C8PtI1jRQrW/n872do4eaufE0RxarI2rb55H3Bng6CvPs2MojONAwlNBU+NM/AOvsnfvXjoSIaKGRARraGutJOIWFMZP0XF8D4fyZZTPbKW5uoqaGdX4JnZx8Egv7cd7OdUdYMFHV3NFWyVht8No+w62b93NyVQQDYtUpIV5lS6yx55hy+FxLNvA0AN44rW0zSzBZadIDHay+8B+RipX0TqjnBkzWqgtyZMcPM6+vSc5eWyEsWwdqz62lNbyEKZM0rHlaXYeHWYkp1M0/YSrGpkdyXJi+xNs7wvgQZByYjTOmkl9fRONbYtpCQaJFHOE5jQQ97m5FEvZhXybqTxpF3DySYZHJ0jnLBxMPIEokbAPn0dHOBbJkUFSmRxZW0e6fJREgnh1m0JygEQWitKFbpgE3Rb5gkU2YzHc2U1GN2hctoSacOCSbNTUBpBLJ5gYHyGZkzjSg8cbJF4ZQSukyKYmGJ/IYDmg+SL4/T5K3UVGxhJkcgVsqaN5IpQEXbjsMcYPPc7fbBhDq1nOZ6+bR015GQG3zqW4MEVaOazsOIOjabIFB6G78QSilIS9eNwa0i6SHOwnlSuSlQbS5ae8JIxbZskmBxnPCizcuL1+4mUR3Nq7vATqvMI6YOcYGx0lmcpQsAWaHiISDREOGlgTw4yl8mQKDkITeCLlBA0LvTjBQCKP40gMlw93IEyJ2yJzZi8vv/ICf75vJg/cs5IrmmuJRwKY2qU5M2VnR0klEwwmLCQ6Hn+QUDRC0GugSYtcOsn48Ag5W2Cbflz+EFURN9nkMBMTKTJFDcwA4UiIkrD30rVnJttFMZtgcDRFvuCA7sHjj1IScaPbWdLjI4znJLaYnLiNRmMY2SHSmQyJrARh4A+GCPhM3IVBTu34KX/3hklZ0zLuXjuH8mgAr8iTTwwwknYoWCaG6SNWUYLPbaA7RYq5CcbGJshOLeMxgjFiHokoZhgbT1CwNTB9eP1BSoMamb7dHNz2PP/rQDV/eOe1NM6onLyU0UowMpYinS1iS2MqW/z4vQbCKTIxOkwqnSFja0jTRyQcJOCCQqKfRE5ScEw03UXQY1Eo2OSyRUa7e5lwJDOvXEZNOHBJLlN928B8txTTYxx/4qv84yO72XnGpGbJzXz6c/dz3exSIu73/82SZGaEri0/4u+/+a88tT+L5gmxYNW13Pnlr7GuJUjkEi1f+LCRjoXVuZHHfvDP/PVDu+lNBWhqa2Pdb/0h992yjBofGKqqf31SUkz207vx7/jqN3/OK8fSBEIxlt/+RT519+1c3RzB8y6kvrTyWIOHeE1A37MAABVsSURBVPr7/5uvP7yDg4MmDXXl3PD5r3H3rdfRFuXX3olb+TTtT36Nf3l0G690CKoWruNTv/15blxQdcmy5ZIHpmMVSA+e4NTABMm8wBMpo7qmmqjPhfn+z0uw82TG+unqOc14xkEKDW8wSlV9IzG/eUm3QUqJZVnYto3b7b74HV0+KKTEyQ7Tf7qPU4MpLEdgev3EKuuoLo/i0S/9nZccx8FxHKSUGIbxga1vp5gjP9rN8d5xUtkiaAaBeA1VlWWU+F3vzgUl0kEWUgz0ddM7NEG2IDFcJrHqBirLSwmYv/7nKR2L9MAJegfHGc0IPOE4VbXVxPyeS9YvL3lgTi7rcHCcX9wKS5taMvGb0Rwl0pGTHensQ5dpGwqFAnv27KFQKLBixQoM49+/G99vNDnZTn4xgy8Q2lRdX4a3TyQSnDhxArfbTVNTEx6P54MZmlIi5Tl9EiYnwrQLz1P/Gm8yeTXk1A7ozU9U097Fz/PyZ8tl6IFicq3kb8Jo8qImO62uXd4NkFKSy+V47bXXyGQyLF26FF3XP5gd+Cyhoenv3V2tx8fHeeONN/D7/VRVVX1wR/Vn17Ne0oqeXBitXdK7CF3+bPmAD1l+s1mWxcjICKlU6te6zE6ZHsuyGBsbo1AoYNv2e10c5X3oN3bcpyjvtnN3SmoHpVyMCkxFUZRpUoGpKIoyTSowFUVRpkkFpqIoyjSpwFQURZkmFZiKoijTpAJTURRlmlRgKoqiTJMKTEVRlGlSgakoijJNKjAVRVGmSQWmoijKNKnAVBRFmSYVmIqiKNOkAlNRFGWaVGAqiqJMkwpMRVGUaVKBqSiKMk0qMBVFUaZJBaaiKMo0qcBUFEWZJhWYiqIo06QC831MCIFhGJim+V4X5UNB07Q361vTVNdQLmS81wVQLk4Igdfrpa1tNplMBl3XEUK818X6QAsEArQ0N+Pz+3B7PKq+lQuowHy/kRaFXJZUKk2+aDNr7gKEboC0yKay5PNF8kUbCRhePx63C49MM5Epki86CE3H9ATweV14TP293prfCNIuYOWSFPNZZjbPwuXx4NId8kULicAlc0ykMhSKNo6mo3lCBF2gOXlSqTSWI0D3YLq9hANudO0SBa1jYVs5Esk0BUsidBOPz4/L0DB0gcAhl0yQK9oUMcBwEw540J0ChewEmQI4wsR0ewgG/Zia4FIV9YNKBeb7hgTpkE0MMXD0FR59aT9nxgpo9ctZMncGLqufk6OC7N4NvNGdIK/78M5dz21r5tKY2MDPX9rOnj6J5Sqjcel6blvXRqWpo/rDLyEldjFDdqSTk9ue4fHdI6SFH1/LKj7TtJuR8AI88WpqR7bz3FMvsmfApugtIbTkNu5fFoXjj/P0qwfpHDPRorOYv/pa7ljTgAfxrte7tIvk02OMHHuFxzbtp2soj6icw8K5jcwvdzESaGV+ZITDj/4br3amGCloyIa13LF+NbM5zPYNj/HCUQfhKSXcsIp7b19OXdiNpkbR74gKzPcLKbHzSdo3fY/Hn97DPjNOdSxCcPQgO5/ZwIsySP3iG6lKjHDq5X9jX+ntXNNkowsHzfBgDR5m544hjnnX8idLQdryvd6i9z8BmdP72P7kg3zvkZOIxW1UhBzsjk380zMvkr/yj7jmxirqTBfZ/oMc2nac3uqPc/tSkFICOoXu7Ty530flvGqWrNGQl6ja7ewo3a/9lId/uJFDoVqiJRFiyZMc+PlLbDbrmbmugpYFOlJA377n2ZqaQUPsGpAOtgQ5cYbjr++kK3Qtt8xwMDRQLeSdU4H5PuFYWZJdO3jpia10GKu558ufYXncxMx3c+zVZ/jpvjyxuhaWN19HZOBhtPrbuPvahcyq8OPiGj7ykXYGAr34Ivdz61UNxH2mGl3+MtJG2mMc3vIKz23ogmu+wpc+PY+GqIbVv4snv/06R3UdcBOoXcw1N6wmZUj2Nn2S+1fXURYwwLOO2z56nF1VtcxadhM3Lq3Bo73bo0sJWIx07uXVJzdy0FnEbZ+7jxUzArjzvfRsfogfHzMxdAPDE2P+zfeRSByjMLGUq29cy6xKD0HauHLdXQxnHbbHb+fO9UuoCrox1OjyHVOB+T5hZcc5s38T27sqmX3/SpY3V1BuCnTLR+A6D+6ZZ8hURgmmTdxuHdM0QEqwixQw0DVBNBSksqwMn8eNaQgcx8IqFHGkQOg6hmmiCVSQAtKxsYf3cGB3B532PO74/Bpay1yUmGAFVnLnZyfYZ7cSCOtohgeP24Xp8mCYBh7NxrHBccAwTUpjpcSjYUI+16UoKBRTnDmyg61Ho9TctZYlLZVUBN3oVoDwtXdzX2uCPl8Aj2ngCYRwud14cgK3IXCsIpYAqbvx+fxUlUYIBn2YmkA6FlbRxrId0A0MXUfXNdU+fgkVmO8TxfQEp/bvpN+1jKWxGGGXhgYI04e3fDZXxJqRmkniqMC2bBI9hzmwW8fpc+EIg8z+DnpGvBhVUy8oi+QnBjh5qIuxgoOnvJ7amhriAR1d9QhwLLKdBznZO8pY6Apm13jxTj1leMKUzPsYqxzzzYV3EoGVTTLcvpddb4zhdenY2QTJI72MF1ouMnkikdLBLto4Ur7Dw1+BpuvomoZA4uRS9B47Sh8xmirLCZo6hhAI04O7fC5zSm1mYWBoEscSOJZFur+Do3u2E+zXcAuLbP8R2vuzFKvl1CY52Llhejp66RucgFgNdTNqqQx7MNSKqrelAvN9wrIKjE4MQlWUSMiPh7MjQYEQOoahgRBomoZjFTi15Qd869UgUZ+ORKM42g2N17Jo4dQQ0kozcnILP/j/fsDeiQy+ebdz1x2f5uNLIugu1SOk45AaHyLlsvFUxqkAfrHaVUPoHlxn9ywOCN0gP3yGg7v/kb94NYCmCaSVp5gexlqxjNVvObyVThErO0Ln8T7GM3mK0y6ZQAgXofIaKitjRNxgW0USuQRO+UxikQBuTXuzbSB0dENHB3BsJAInn6P/9WfYsf0gz3kFhrCxClkyZpS1bc5kuDsFCv072fDjR3nkteNk6q7nvns+w91r6wl41OqKt6MC833CdLkpK6+FMUm+WMSByU6AxLYLZDIZHM1P0bLRDBcz132BW1bOozlmghDkDj/K1j6dnrOTPdJNpHQxd/y3Bj6WPcHBPRL36VGEDL93G/k+IjSNUEk5wUAfxUKOrATnbOZJG8dJMJYyQXgpCQikXcRdWsWCT36OL62dgcfUcHIJ0oce4aepII7zljGkUyAzvJ8Xf/wU+/rGyLyjQ90orWtv4eaPX0XIbWAYLkpKytG7BNlCAXtqxCpwQBZIpQsUbRcBn4GQDprLTcXKO7h61W0sLRd4RIHC4GH27trKiFfHkYA0MD2zuPrTX6L1xh4O7UoQG08i3rodynlUYL5PmB4fVbXNmC+foLunh/50HRVeHUMWyU+c4tChHsbd85nnEui6TqhmFq0LlrOs1o0AktZ2TqZGOGnZkzO4ugdvaSWzfQbD/Z0MNlbgLilDqjNUAAhNx1veSFVgD1bHYbYdH2PdjCAxr4a00oz3vMHO3jLCFS0sb/KAlJj+MLGZ81mybBZBj46dGmAkt5mnj2o40jn/DTQDb0kbV98RYH4qR0FMczJICoTmJlJVR41HoGkCze2lvKISz0g37Sc6GbqiEp+pYVKkmOqh/cQAXZlGrr0ihhfQTDeBslpaF6xgab3AT5Z0l81I5w6SmoPtSNB0jJJqqtxu3PoAg9WlBGqqUGe4fzkVmO8TureE6mW3sn7jn7P5iSd5bk4Tt8wuJSz6OXnoGPt2OCz7hI6ecnAkOFYR25o8P6YjGRsdoKunhx4xQtEqQWo6xcwQXU99lX96upPjZbfx8U/PZ63qD5M0E1G1khVLdnHiyPP8w3+fRflf3MjyOi92sovnf9iJOb+UxnkukBLpgGM7OFYBy3FwpIZtFRka6KGjx0dpcxLLLsXQJ093CM2DK1jLnOW1v2ZBJbhC1C5Yw807/paHHnyITXNncOOiGkrlCJ0HDnLoiIeZq01MU+BkLRzHwbFtrGIR6Zg42KRTY3SdaqfHMzS1IN/AERbdW3/Mgw89wnPF67njMy0s0+K/ft1+gOkPPPDAA+91IRRAM3AFy6ipjmGfeoknHnuIxx97kicePUhnqoI1d62iIrObF777j3zj6W52He7gWCFGZXkJwePf41+/+yN+9lI7fSe6SOgVNDeXU+L3YAZKic1sIThmUQ+0zKnBMNQ5KgQIzU24fAYVoSLJHX/Poxs28sjDP+e5F84QvmotK1bPZoa/wOC+p/n+P32LH2/s4MCJLvY5jcyOFRl97Vv8w7d/xmvbjnH81ARpVwULWuK43tWZZgFCwx0spbq2EteZDTzz7JM88shTPPXYLo6OVbJo3XIWN4Rwxk6w8et/yrcf28are07yxrBJQ101oaEtPPvd/8U/PdnN0eMDnBzz0TZvBlGviccXoKR2Jt7RIi1+L82t1bjc6t4Fb0eNMN8nhNAQ7gCVbau58R4H784ORrMaUlTTMHcBc2rjaAMVNF95M5+oupqi5sLXXENZwIVbNLJo/W/jX+QgXWGqWsvwUaRoWTiRWTTNrsM1vh+310EtvTtrcsLEF6tlztpPcK8btnZppIsePN5GVqxqZUbMh5s83pJaFqy7F8/iIkV3GH9zlJDPh1Z3BVfd4aM5ZUCogcbaCMYludZQYHhCxJuXc9O9abx7TtGflAhRRvWsRcxrLMXn0bEKYaoXrOHG0iVcWTRxqhupjrjxONW0rP4kv1UDjitCqLaGkEtg5TMIfwVVjWFWDe3F5xfoaj7wlxJSXqprE5RfjUQ6zuRSFAmTs6Ya2uTUJlLKyR8EQkz9vPmYREqB0DSc9BCdu3/OS/uHyRR0AmVNLF60gAWzqjDVCPN80kHKyVMdUk7WqaZN/o0EiYN0pur37OchACSO40wtGZp8XBeXcqHr5OfsOM5k2xC/KIsQYqptOG+2DxBT17VPPu44U/8HwMpyes+TbD/YR+eohhGoZvmVS1kydwZulxphvh01wnzfEQhtapnIBbSLjxAvMqFgFTMk+09y7EgvKdtDW+0ivDVVCE2F5QWENhl2F30OBBribZ7UL+uQbDLE3+49J3egFyvo2Z3u5L+kdLAdi/RQJ10njnFoyM3MFc0YpeVohgrLX0aNMD+gnEKaTCrBaDKPIzS8gTChSBiP/u7fGEL5TSORjk02MUQynSVr6bgDEUJBHz6Xqe5g9EuowFSUKbZtY1kWQghM01T3w1QuoE7xKsqUdDpNe3s7vb29FItF1FhCeSsVmIoyZXR0lA0bNrBp0yaSyaQKTOUCatJHUaZYlkUqlUJKiW3b73VxlPchNcJUlHOcXaqlKBejAlNRFGWaVGAqiqJMkwpMRVGUaVKBqSiKMk0qMBVFUaZJBaaiKMo0qcBUFEWZJhWYiqIo06QCU1EUZZpUYCqKokyTCkxFUZRpUoGpKIoyTSowFUVRpkkFpqIoyjSpwFQURZkmFZiKoijTpAJTURRlmlRgKoqiTJMKTEVRlGlSgakoijJNKjAVRVGmSQWmoijKNKnAVBRFmSbjvS6Aorxf+P1+GhsbCQaDeDwe9f3kygWElFK+14VQlPeDQqFAJpNB13V8Ph+6rr/XRVLeZ1RgKsqUc7uCGl0qF6MOyRUFCVKSSw4zkcqSKgqEL0rMBx5dki5ICukJikULWzPR/FGiXtCtLOOJJJYjkLoPly9APOxF11TYflCpwFQ+5CR2PkNmuIP9m5/mkdd6SEkXouV6bmnIEIxG6EtoTGx9mF1nimR9FZRddQ9fWh2Dww/yyPM7OTRkYsQXsuL6m7jn+ia8CFRkfjCpWXLlw03apPsP8fpP/pxv//QIhaom5iyaxzLXQTY98m9874ltDLurCJpp8qffoCMfZU5lEK/LxFsyk0qtnz29CQYI01DuVx3qA06NMJUPNacwQNeBHTz0406Cd3+Nez+9ipagAZl2tjn9bM+VEqxqYOmV80kWkriaruPmBRWU+HSksZRrr1rOxmA9s5ddx4rZ5bg1Nbr8IFOBqXyISQqDxzi59wDbRhbwn6+aS0M8StgE6W9j1UfvoTLhohgzcffpoOkgHWQhS07oOPkCtoRQIEDY78PrNgAHq1DAKloUHYnh9mIaOoYaen4gqMBUPrwkpM9009vdyUDpRygL+/G7JpNN6B4C1VcwrxpsCYOaRiE1St++l9ngacft0nGySSaOnWDAbGaumHpBJ8dY33GOHOhgsCiItlzJnPo4FUHV1T4I1KeofIhJ8tk0GVHAaKom6jYx33xOIDQDAQjHRtN0CuPDdB54nB8eC6BpGtIqUEz2kV5yDRJAOlBM0ndoC08+solDiQyeFsGXPr2GsgUl6vzmB4AKTOVDLRQppbSkgmLnEGnLwgIml6tLnOIYybTDhBXBKRbxltexZMFX+IPr6/CaGjI3Tmr/T/jOQIjJJZwayCD1i27ld2evZWLkIC88a6LnCliA6z3cTuXdoXZ6yoeXEHhK66gsi1Pe/zJ7jvYykMhhSxvbSTPcdZDXXz/K8UELIcBw+/CX1tDQ1ExraytNDXVUR92AhWXbk6NMlxdfyEtAppgYPYOcWYsvFFQjkw8IFZjKh5hAj89hzpUr+XTzbjb/6GlePtrN6bERxkYPsWVjHyP90FglyWVzZDI5cqkkiUyRomVRzKXpOdXBiZPH6e0fJJUtIoVGfugYu3/2N/zlXz/Io/uOMVjIvdcbqrxL9AceeOCB97oQivJeEZqJr6SKma2tZA79mJ/97FEefPAZHv5JP6FFS1mzrhFPx7P84Jvf4+HNvRw70c4bdhNz40XGXvsm//j959m75wSd3UnGjCoWt5Xh9YYomdFG29x5+Pd3UNIQJz6zAh+oJUe/4dS15MqHnnQs7NwE3Ye2cLg7SbJoImQFs5fOomlGEDHcwYH9R+hNWlimH0/9YlbUedCGD7HvaDdjWR38lVTWt7CkJUIxPUE6nWFiPMnhDTuJrbmSuYvnEEEF5m86FZiKcpaUnHP7Dc69/8Z53UScXZwuOa/3SJv88El2bHiYTYeSZKWXynk3cMNVc5lVE0Hd++g3nzoXrShnibe/Sufidy96S6g6EokEzcA0BJZmUtvaSLREheUHhRphKsq7RTo4dpFsJk2uYOFIDU8wjMdlYqrp1Q8EFZiKoijTpPZ7iqIo06QCU1EUZZpUYCqKokyTCkxFUZRpUoGpKIoyTSowFUVRpkkFpqIoyjSpwFQURZkmFZiKoijTpAJTURRlmlRgKoqiTJMKTEVRlGlSgakoijJNKjAVRVGm6f8CYWA8FNbmaE8AAAAASUVORK5CYII=)
chemistry-General
chemistry-
Shows which type of isomerism
and ![](data:image/png;base64,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)
Shows which type of isomerism
and ![](data:image/png;base64,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)
chemistry-General
chemistry-
The two compounds shown below are –
![](data:image/png;base64,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)
The two compounds shown below are –
![](data:image/png;base64,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)
chemistry-General
chemistry-
The compound whose stereo- chemical formula is written below exhibits ‘x’ geometrical isomers and ‘y’ optical isomers :
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/485170/1/890769/Picture144.png)
The value of x and y are :
The compound whose stereo- chemical formula is written below exhibits ‘x’ geometrical isomers and ‘y’ optical isomers :
![](https://mycourses.turito.com/tokenpluginfile.php/c161933dbfaab094c54655ab71e9b8f0/1/question/questiontext/485170/1/890769/Picture144.png)
The value of x and y are :
chemistry-General
chemistry-
The correct statements about the compounds a, b and c is/are
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAATcAAAB/CAYAAACKXoWHAAAOaklEQVR4nO3dP2zbVh4H8C8PHVzgBndzgRtsQAqCwIOGGwJqcaeDlMWTgU52FnE6iBmCojgDQQEvQYdQ6FJpcTMF8OQlVDf3BgsZPRgeQgLJ2KFAPRxQb+8GUX8oUuSTzT+PT98PELShXvxo/vnx6Ufy9wwhhAARkWb+VvYKEBHlgcGNiLTE4EZEWmJwIyItMbgRkZYY3IhISwxuRKQlBjci0hKDGxFpicGNiLTE4EZEWmJwIyItMbgRkZYY3IhISwxuRKQlBjci0hKDGxFpicGNiLTE4EZEWmJwIyItMbgRkZYY3IhISwxuRKQlBjci0hKDG0X4vSYMwxj/sYbA0II1XGg0tGZtDAPNnh/9QYltfPSaRrgfAENrblmzh5ifSiSFwY1ChpaBur0LVwgIISD2z2G0B6E2fq8Jo41ZG+Fi166Hgld6mxq6lwJuBzAdD6LfAgC0+gKeYwIdF+Kyi1pRv3hFZXYhSmxX0QuRIJrwHGHCFI63sNztiI6b3gaT5TJtposgzIWGnmNGllGU24EAOsKdLRAAZvtKjLdlqI1wRQfx2zyt3bJ9hfkOFcKRG035788wwi4eLQ6XWn0EA6uENvvoYISz975UG3ogv4eTgQnH66M1WdbqQ7idUJtDG+E2aKHvdjCyDzEbmEm2W8J8Us/kV8oagxtNeTcjwHyC1EM1tk0dT8wV2wRGdj30dahuj1Za73WU1YVolXZVo2RwS80jPDiHINNXRfMMD1CPizxxRjfwIgs93IxWbBMwHS/Iy43/eI7keqyxTC9EK7Sr0oVIueCWltCWSWbLtkvua/0S3rVHu8DoDJELtd+DFWy32rMDmBjgfDFp7X/ENUwcPKtJtaGHyfRCtEK7Sl2Iykr2xUpLaMsmqh+Y9J7Pj65bwjuSpBau6JiO8NLaxCSfZRLZcdvX7UDZJLUyYm7OCCGE8BzRmSz0HGEu3GCYLV88X9LbVe1cUCq4Re/YyH4ePnFk2qX1Nf0XMjs0ODgQc/JW0TgwTf7Eb6Px9pu1i4tFyW084Zhz/QQfhvpeCKoUltWFSLZd1S5ESgU3t5N8QHuOueTz8YkSCm4p7dL6Cq0Ton/Cwc0Lfk704CLKU1YXouR21bwQKZVzk8ojZJRDkM5ZQCLPUKuNc2/+Rzw51icP98svv5S9CpSi1Rdzx+b8oxwzte5l6PjtxzVKbDfOP08/m8s/T5cpmH9WKrilJbRlE9VSSW+J5PkqhpYBo27DjnRaXc+fPy97FUjS999/j7u7u7JXQy0ljBYTpeURss4hyOQs5PMMnnDM9DxeVSh4eNAS29vb4tOnT2WvhlKUPHrT8ggPzyHI9HW/PIPrqJd7uC8Gt+pgcIsyhBCi+PGinJ9//hlHR0fY2Ngoe1USDS0Dk8fjOu7ynEbVGIYBhQ8PmrOzs4OLiwtsb2+XvSrKUCrntuj169f4/fffy16NVPOJVV0CG1HVKR3ciIjui8GNiLTE4EZEWmJwIyItMbgRkZYY3IhISwxuilq3QpkA9JughErF4KaodSuUmVxcdP0Kh9LDxQa3tbxKVmiOTVUn5Li3ik9QotKxUZgqjLKXvZelwjReRb0vJzv9WdHbpOzKpwmHR6Zki5CWvT2SlH2+FPluaVWmAVz5a2nZV8nMPXDUAOS7TZIm5HAcJ/RZ1n8A5Przv/rqK9ze3k42onYTlAA8XxYVuT2+KKynFJ8/f8bnz59Dy+7u7vDhw4fI8qw8fvwY/wumNTuOndZsgLP3Prrd8rI5puPhcq5/v9fEYfD/tm3Dtu3c+i7qxfk/gGlx0fCWDoqLHsyWJG0Pyp+v+PkyLzG4jew6jIVzx3TG/729vcXOzs7syvtA29vbkYoGt7e36PV6uVUFsSwL/wQSRw3XC0uTtgndT+3ZAUzbxvmwj9Z84YGKzZaVdGw8f/4898rGOzs7uf58APj3v/4BmAdS50vZ50picEu6Sm5ubuLPP//Mc92ws7ODd+/e5VrGxe/9JD1qAMofOXg3I4xi1rbSal0cd2y02xb2p6Wyh7DqNuB4SBoIqLQ9ko6N09NTnJ6e5tZ3USWP/F4TP9nVGGUr/SjIxsZG7qWTVZ1js9cc14gb2fXQHaf2AMCgrd0duPFjHddoT/NpbcAVwcnhr932UJWq50uclYKbdzPC6CY67Upetra28q/nVuviuAMM2hZm+2syanibOGoA8tsmVZyQ46F0m6Ck6POlEA84XwrfHnG3UFWZxmtvb09cXFwU0BPn2Iyz5PCgBSocG0WXGa/CNIBKlxn/5ptv8OrVK+zt7ZW9KmuJZcarg2XGo5TOuRER3ReDGxFpicGNSAObm5uZPXOqCwY3Ig0wuEUxuClMmeoKRalCpQmqDAY3ha1TDTPWc6OsLQ1uvFKqTatqE6pXmuCIMqQqv/PSd0u7lwKPLAMnT2bvh7X6At6TJuo3x9OrpzaGFoz2YPrX8HtxPnrNOqbVdTouRL81e/1n/A/gFTx6uL29xdXVVa59/Pbbb7n+/EajgT8UrjTh95qo27twhZi982rU0cT4+Fi78wTViQ33Knmk1agB6Qfw5GtRWTt0WXWFq6sr/PDDD7n1CyD3n//mzRv8HZCuzFJopYmEEaXRPkTv2WXi60a6nScyVPqdlannVpoHHsBA/jt0WXWFvb29XN/eMAwDFxcXuf38Cf+/ULKeW5Vql1FUanBbdqW8u7vDt99+m+vt56urK7x48QKbm5vTZR8+fMisUsjR0RH+0/jIA7hkStdzy2BE+euvv+L169f5rSPiz5WsNRoNvHnzZvr3suu1pUkNbsuulBsbG/juu+9yLUn04sULHB4eotFoTJc9ffo00+KVfq9ZuWKVKtUwy4TK9dwyGFE2Gg28evUqn/ULxJ0rWVt8b7Xsem1pHvS19OnTp1mtR6ytrS08fvw4/xfnFS1W2WsawU2MOoybxZsYbRjXxd/EyMs0fxnM3QAAHVfgsgWEb+gUty2yGlFubW1ha2srwzWL2tzcRKPRYJGJOSs/51ZkTaYi6rmpXHyvijXMHkK5em5Vql2mAOV+52W1kFSoyXR0dCROT09z7mXye91vaj+3g0KnKytSwuGxVqpQu6zI2oeq/M5plD56iwpuQrBYZRwGt+ooMrhVBR8FCdS6lxDdpZ+ieymw+HGrLyD6Oa8YEd0L3y0lIi0xuBGRlhjciEhLDG5EpCUGNyLSEoMbEWmJwY2ItMTgRktlWaCAqGgMbrTUp0+fyl4FontjcKNYfq+Jr7/+elYnf2jBmi8usHRegQUS7fxeM1yTf9rXes5RQNlgcKOIoWVMy64LISD2z0PzSyTPVIWV2iX3xVmvZHW73VxruVVSua+2JrNtW7x7967s1VgvniNMmMJZrALgdsbFBBI+x/xymXZpfU3/Gq3G4jlmZNm6ChV96LiR7SeECLb7rNBD7LaTaZPYn1oFJpQObn/99VfZq7B2xgfufPkn2c/DZaJk2qX1Nf0XMsHNc4SZclLqKFKuKwhQ88Etup2jJb1k2sj2t2x/FV0aTMmvpZMczJdffhmf7wHkcj6JbZjPiePdjJaUXZ+TUJZ9lXZSfQVGdj20L+vTeRYnnuHt5Kvv2fv12G9+DycDMzy5UasP4XZCbVLnhJWdN1amvwRFz4ylXHBLy/cAcrmc9DbM58SpRyJUjKAse1hQln2FdlJ9BUzHC1Xp9ZyFf1urjfeV/xFPjtdjv01m53oUmdyoP61ivLzNPjoY4ey9L9VGtj+5Fe+hmXYjKgNqBbeir0QJVJp/sUi1R7vA6AzvF7eR34PV86XLssu0S+trVUPLgFG3YUc61ZP0yFdmpC3RJruRdjGjbKWCW9FXIorR6sPtjGDXF+YNOARedmvy8wrItEvrK0Fcvf7xnAoenOtzrEN4kx75yoy0JdpkNtIuaJStVHAr+ko0kZ7PWS+tvoDbGaA93Sbn2J/7ij7+6n4993kbcEVoVjDZdsl9jfOi7UGwj+byou0BgEE7Ji9aw6MDudFF1cmMfKVG0LKj8QxH2oWMsgu9fZHCc8zUW8UPuwsXvQPExwz0MP+4gabz9cSKndxo4RySmQBplUmSZPqTm0jJE46Zfrf8vpQKbpFnpSY8R3QmC4Nb/tHtNPfMlEybaZcMblRtoefIljxakzwBknyb5P5Wf87NdfJ77k2t4CbKuRKt03R9RGUrapStXHAToqgrkVpPUxNRtgwhhMgvo0eV4ffQrJ/hwLucm0l9CKv5ES/X8Hm/auF+iqPU3VIqj1W3Eb1H3EL/LXBoWGvxaEV1cT/FYXAjAEDfcxD7FFOti0sXaEfefyOlcD9FKBzchrDW8N3O0nkxr8a0XsK5PpF6s4MKMv/e9OQ84X4KUTi4cahdvBHsE4xfjfEcwK4HBQtqeLQ7wk30EXYqg99Dc/retIvOyMaP3E8RCgc3cKhdOBPO2yApHbw+df1xPAyoPzGn/0/l8t+fAc7L4L3pFvpCTF9P5H6aUSa4hUoNzQczDrWJIhbfq6UoNYKb38PJtQMv+DpkDuZffOZQuxR+DyeDDo6D50K8mxF2I5UIqAy1ZwcwByehOmuTdzu5n2bUCG61Li4vu6gNLRgxjyRwqF2A2jMcmCPY9WD0XL/BsZiUjPLx8drEmlaBUk+ti0t3N7Sv9rs1cD+FfVH2CowNYRltDDouhNiHZZyXvUJraFy8sxv30fBH2LvHEBwQqKPVhxD98DLupxAlgpvfOxkHtn4LiLk36t2MsLvPPVaK6Z25VUqtUuG4nyKU+Fo6ziG0pzW/BhigPX3GjUPt8gxhhb6ekpq4n+Ko/27p0IJxvj+d44CISIb6wY2I6B6U+FpKRJQ1Bjci0hKDGxFpicGNiLTE4EZEWmJwIyItMbgRkZYY3IhISwxuRKQlBjci0hKDGxFpicGNiLTE4EZEWmJwIyItMbgRkZb+D506317RWLKYAAAAAElFTkSuQmCC)
The correct statements about the compounds a, b and c is/are
![](data:image/png;base64,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)
chemistry-General
chemistry-
The absolute configuration of the following compound is :
![](data:image/png;base64,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)
The absolute configuration of the following compound is :
![](data:image/png;base64,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)
chemistry-General
chemistry-
The name of the compound is
![](data:image/png;base64,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)
The name of the compound is
![](data:image/png;base64,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)
chemistry-General