Physics
Grade-8
Easy
Question
Why will a car accelerate more than the truck when both are pushed with the same intensity?
- Mass of car > mass of truck
- Mass of car < mass of truck
- Speed of car > speed of truck
- Speed of car < speed of truck
Hint:
F=ma
The correct answer is: Mass of car < mass of truck
- F= ma
- Force depends upon mass and acceleration of the body.
- And a car has less mass than a truck.
- Hence, it will accelerate more if pushed with same intensity of force.
- Therefore, the correct answer is mass of car< mass of truck
Related Questions to study
Physics
A car and a truck are pushed with the same sufficient force, which one will accelerate more?
A car and a truck are pushed with the same sufficient force, which one will accelerate more?
PhysicsGrade-8
Physics
The unit “Newton” is equivalent to:
The unit “Newton” is equivalent to:
PhysicsGrade-8
Physics
The unit of force is:
The unit of force is:
PhysicsGrade-8
Physics
Fill in the table for the correct answer.
![](data:image/png;base64,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)
Choose the correct magnitude from the following
What is the value in blank “iii”?
Fill in the table for the correct answer.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAaUAAABxCAYAAAB1CrwjAAAYOElEQVR4nO3dP4zb5t0H8B9fdHiHDHUSILBxOfgVGQTNkDRDNQSnGzSIQpFm6cGVMhQa0gOodAhgQ1y0VWlC4q4FOoiIsggZjkStrRdAugIH9ER4aLs4SxZRORgHX4YYBt4zPLx4X/AdnOcxSZESpaNM6vT9AIItUaKe40Py+avnJ7iu6xIAAEAG/EfaCQAAAGBQKAEAQGb8JPiCIAhppAMAANZM2OjRRKEU9UaIRxAEHL8VhzxcH8jr9EQ1gNB9BwAAmYFCCQAAMgOFEgAAZAYKJYAVUC6XSdf1tJMBsHQolFJQLpdJEITIm0y9Xp+6HbKD5ZVt22knZWH1ep3q9Tp/Ph6PSRAEsiwrxVRlB7tevY9Vzu+sQ6GUElmWSVXVidfH4zEZhkGyLNPp6WkKKYN5GIZBiqLQwcFB2klJTC6XI9d1qVKppJ2UzNA0jVzX5Y+tra20k3RloVBKSbFYJFEUJ2qjvV6PFEWhXC7ne53VyAVBIEmSfNskSeLbWI3Xtm3U7JbMsiySZZk+/PBDMgxjYruu66F5Fsyb8XhMRM9bKOwxraXs3bd3H0TEWzne7w3um5135XKZDMMgwzB850/wnPGef8FtkiTx72OPdRE8ruVymW+zLIvK5fJEz0fUsQqeF2vbUnUDQl6COcQ5frIsu5qmuZqmubIsT3x+OBy6iqK4iqK4ruvy9zKiKPLnYftg7zFN8zJ/ytqKew2wfHTdyeNtmqZvP5qmuaZpuo7j8Dx2XZfnNfte7z687/N+V3Dfpmm6oij6Pud9Hvybgp/3nmth360oim9/7POO4/C/3bs/WZYn9pdV81yvQSwvvXkmiiL/29lx8n52OBz6jp1pmq6maRPnBXvO3ncVRR17FEoJm/ck956IpmnyAibsRsEEC6yw7/ReHDCfOHkYvGkEKwdRN7KoSkSwYHFdfz579xe2b+955P1/nLTPKpTC9ucthMMK5LC/MYviXq9E5Hs4jhOal958nJWnXmH7ijqHroqoY4/uu5R5xyOazSbVarXQ93m76LxdRY1GgzRNm+jGGY1GdHR0NNGlAMno9XokyzLvZn3vvfdoMBj4urU2NzdDPxvsmmUcx/F134R1CTKqqs7VXebtMhJFceb7g27cuOF7LkkSPXjwIPL9o9Fo7u/IsuCYEsvDYF5ubGyQ4zhT93Xz5s3Q1weDgS9PB4NBMolfMSiUUsbGIyzLIsdxQgeXy+UylUolfkEoiuLb3mg0yHVd0jSNSqUSf300GpHrujQajTCTL2GdTsd3EykUCkREvgkPUTdt7/iPlyiKvhuf67rUbrdD3xu8SbpTBt9t26ZqtUqO45DrujNvmmEePnzoez4ajSIL3XUSzMuzs7OZhX7UBCZZlifytNFoJJbWVYFCKWVbW1skiiJVq1XSNC3yfd7aVVQNOuomEZwYAZdj2zY5jsNv8uyhaRrPm2Kx6Jtdqes6WZY10aKybZvq9TpVKhVyHCfW4HatVguduTkLq9X3ej3f6zdv3owsKImetea9LfhpFah1srOzQ4PBwJdnzWaTdnd3Iz+zvb1NhmHw421ZFum6zveFCUmEiQ5Ji3P8gn3FwYFj1/X3PbMxAPYIjjVQoK87+P5V6d/Pill5GDUuEBz4VhQlNA9YfrNH8PPeB9tX8JxhY4lh+6GQMSBvWtj/2fnm/d6wsU72/WHf5brhY0rBsZSsWuR69WITF4LHz3Wjj4M377zbg/sKy8erJOrYCz9u5LBq7uXg+K0+5OH6QF6nJ+rYo/sOAAAyA4USAABkBgolAADIjNAxJQAAgGULG1NCOPSEYeB09SEP1wfyOj0Ihw4AAJmHQgngirJtm8cCkiRp6g9kAbIChRLAFdVqtUjTNPrhhx9IkqSJlRwAsgiF0gpDiOz19PLLL8dq9fT7fXrnnXfolVdeoVwuR++9994LSN3VpOu6Lzovw+IpQXJQKKUgGOQruN5ZMKAaul2yiQVlC1uFPSrw22VZlkX5fD5ypfEw9+/fp2vXriFa6iWoqkp37twhoucBFomerScoy/L6BuRbAhRKKahWq3wRT9M0qVqt8oJH13UyDMO3yOcioQZgucrlMu8eC6rX62SaJs/DwWCQWIt2f38/MrxJmPv379Nf//pX+vTTTxP5/nVkWRaJosgrAmxVfqZWq1G3200reVfOQoVSVGhliMd7QrOVlllogE6nQ6Zp8u1s6fpZx5jV2tn7guGyZ4XXhvn0+33q9/uh29rttm8FbUVRfOEKvOHKvS0pb8ysMPfv359Ynfv+/ft8MoMgCPSLX/yCV3C8BdKjR4+Q/ws6OTnxhYSxLMu38n4+n6fBYIAejYQsVCh5476wmj4shp3ILIia4zi0sbHhe48oilMDqo3HYyoUCjQcDqlSqZBt26SqKg+tIMsyKYqylrFZsmA8Hk8Edms2m76WlCAI1O12eX6FjV988cUXE7G0PvvsM/rpT3/K4yQ9fvyY1+h//etf0x//+EcSBIFeffXV5f2BV9zR0RFtb29HbmfHOxhzChYT+uPZWbw1/Xw+T0TPLrx5+rnhmXq9ToqiTD120+IhnZ6ekiiKNBwO+ZgBCzTG9lksFun4+DjZhEMslmXRYDCYaFV5u3tkWaZiscjzL6w76NGjR2RZFv373//2vf7yyy/Tv/71L379eSO+XrXor2mJExRRFEU6Ozt7Aam5+hZqKV02tDI8o+s6jUajyOiizLSbCwsq5w1XzUIys1bY8fExKgwpGI/HVK1WaTgczv3ZYJ7//e9/D53g8Ic//IFKpRKJoohu9CUK9l6EmdabAfHN3VLyhlbO5XI0Ho9RMC1A13VSVXViiZOwGpfjOJHTedlAO+tSDe6L/Rs1/gHLwa4L0zQTmfW2v79Pt2/fnnj9lVdeoU8//ZRu3bpFP//5z+lnP/sZvfPOO5f+PvCL0wpCePhkLDz7Liq0siRJof3h8Fy9XqdOpxO65lapVKJms8mf67pOoihOvbE1Gg2SZZkPmN+7d48UReFjFujGebFs2+ZdqkmEDLdtmx4/fjyxr3q9jvDZL0CcSnfYWDAsZu6W0tbWFimKwmcIBQdeYbrxeMy73LyzrGRZpn6/T+12m8+mYuIsGNnv90kQBKrX69Rut/lMruD+IRnlcpkGgwF/LggCP8atVouIiAqFgu8zrHdhXgcHB7S7uzvx+rVr1+iDDz6gx48f07Vr10jTNLSSlqBUKtHJyUlkBSM4WQkuB+HQE5aF48daqt6xKkmSqNVqJVJzv+qykIfMo0eP6NVXX124QIPp4uS1ZVnUbDYjexxmbYdwCIe+RsKmIKN7YTX1ej36zW9+gwIpRZVKhU8c+kEQ6P9+nI339LPP6H96Pep2u6EtWVgMWkoJy8rxC/4A0zRNtJJiykoeEj1r4f7lL3+hX/7yl2kn5UqKm9es92FvY4P+9x//oP/8/e/pvz/4gJ4cH9N/FYuZOV9WSdSxR+RZAABIBSLPvgBZqmXDYpCH6wN5nR5EngUAgMxDoQQAAJmBQgngijo/PydRFEkQBNrf3087OQCxLFQoSZKEdbYuKSqSZZAkSfjVPixkOBySbdv08OFD6vf7dH5+nnaSAGZCSyklUZEsWawqVujv7u7SwcFBaumE1XXr1i26fv06Xb9+nd5++236/vvv007SSmKxytgjWJn0xrMSBCGyEskiSgfjWtXrdSzN5oFCKQXTIlnmcjlyXZf/pmhnZ4cvSwQw7aY3zVtvvUVvvPHGElJ0tbFYZd5IwoZh8EojK0y88eWCy0t5iaJIqqoiIOAUlyqUvLUDHOT4ZkWy9N54crkcwhIAET2vzMy76vjh4SG99tpr9NJLLy0pZVfXP//5TxJF0ffDc03TfPGuvKttzFo1pVQqkSzLtLe3l3xir4iFC6VqtcprB4qi+G6yMN2sSJZBkiQhVksGsW4dtjp7GNa1k8S44MnJydzL2RweHtLdu3fp/fffv/T3ryMWm8ybf5ubm3yduzt37pBhGKTruq9VNU2z2STDMDBWHGHhQsl74O/cueMLKgfTxYlk6ZXL5ej09HRJqYFFlMtlarVaPJ5VmKRbt4Zh0M7OTuz37+/v069+9Sv66quvSBAEOjw8TDQ962Bra4s0TaNCocB7harVKt/OuttVVSVRFElRlJnLebFIC2w1efBLZEwJi0XOb97FUVHgZ0u/358ZCqRarYZGFWYTWdhNjrW0WLiRsF+6W5ZFsiyHXmvn5+eUz+f5Z9n079u3b/PeDNd10VpaEBvzZQ9N03h3O5ukxLYRxVuqrd1u02AwQLd8iEQKJdww5xcnkqUXCv7VUi6XSdO0yHxrNpv8RjYYDEgQBOp2u+S6LsmyPDEbq9vtUrFYDN3XwcEBvf7663RxcUFffvklvfnmm4n/PfBcp9PheaGqqi/cfbvdjj0GrGmaL6AnPHOpMSVmb2+P1+KCU5ph0rzh48NCUUB2WZZFo9GIGo1G5Hu8A+WyLJOmaXwCQ61W81X0xuMxDQaDyK67YrFIT58+pYuLC/roo4/QIlqier1OjuPwvBVF0feTDdu2Y4eJYfvA7Fq/S40pse4CwzAQ1XQOLJJlXKPRiDY3N5eYIkhStVr1FTqL8AaM6/V6kV13RETvvvsuffzxx/TJJ5/QkydPLvW94Mcq2d57nXcB16OjIzIMg29nEx3izpBk5wkqnR5uQMhLMIc4x880TVcUxVj7cxzHJSLXcZzLJg1imuca0DTNlWWZPx8Ohy4RhT4UReH7Hw6H/DOyLLuapvHnwfNDFEXXNM3Q7//Tn/7kXlxcuK7rur/97W/dvb292GkH3O/SFHXs8ePZFHgjWc4yq5YM2bK1teUbFHd/rFUPh8PQSQ+zsO6gsBldT548oa+//to3q+6bb75ZPPEAGYBCKSWKosT6AV2n08FgaAax3x+pqsonKkz7vdKiDg4OSFGU0G0XFxf03XffUbVaJUEQ6Ntvv6XPP/888TQAvEgIh54wHL/Vl6U8lCSJut3u3Ks4QDxZyut1E3Xs0VICyCj2i38USLBO0FJKGI7f6kMerg/kdXrQUgIAgMwLbSkBAAAsW1hL6Sdx3wjxoDtg9SEP1wfyOj1RDSB03wEAQGagUAIAgMxAoQRwRZ2fn5Moir5wFgBZh0IpJbquT4QnWMZnYH0Nh0OybZsePnxI/X6fzs/P004SwEwolFKiqirduXOHiJ4HCiOiidAfkiTxgmhnZwfL3ENst27douvXr9P169fp7bffpu+//z7tJK0s27ZnLiXFlp7yhjkPrjIeVan0vi/s9XWKWYdCKQWWZZEoinyRVRbZkuh5eGW2AOdoNOILeeZyOZJlGbGq1ljwphfXW2+9RW+88cYSUnT1lctlarVapGla5HuirklRFEnTNL44r2EYpOt65H5EUVz73pCFCyVv6Y+b5HxOTk6oVCrx55Zl8fDKRP4bT7lc9p3ExWLx0rF6YDWxysy8yw4dHh7Sa6+9Ri+99NKSUna19fv9mfHiqtXqxCrwLL+8wR41TaNOpxO5n1arRYZhrFXLKGihQkmSJF/pj1Ws53N0dETb29sLfXZzc9MXAA7SwbpqvA9WkbAsa2JbErXfk5MT2t3dneszh4eHdPfuXUSjXaJyuUyapk2El3nw4IGvskn07Pp1HCdyX/l8nmRZXuvWUuiPZ6dh8V28pT9ukvOZdlLOsrGxcanPQ3I0TYsMeS6KYuLXhWEYc+X9/v4+H7f86quv6G9/+xsKp4RZlkWj0Sh25O04YdLb7TaJoki2bdONGzcum8SVs1BLSRTFpNOxduKcnNOsc/N+1bEub9aKYoPnkiSFDnYTPbv5RQV7PD8/p3w+zz/Lpn/fvn3bF2wQBVLyqtXqXN3pZ2dnM9+Ty+VI0zSq1WqXSdrKWqhQQk398uKcnNMgEm36VFWN7J5zHMfXfRfUbDZ5YcGCBHa7XXJdN7T7ptvtUrFYDE3HwcEBvf7663RxcUFffvklvfnmm8n9kRCJddcWCgVfPhcKBarX66Fd7Q8ePCBZlmfuu9FokOM41Ov1kk94xs1dKLFBVu/gO+s3rdfrE32oMOkyLc2zszO0VDOg3+/zQsVxHN+sqkql4muhyLI8cV14a9eyLJOmafzaqtVqvpbweDymwWBAOzs7oWkpFov09OlTuri4oI8++ggtohdka2vLl89sBu1wOKR2u035fJ4cx/FNBFNVNXYLyDRNUlV1KWnPsoVbSt5aImaDzadUKtHJyclCnw0bPIV05XI5UhSFjo+PQ7c3m01yHGeuLldvDbvX60V23RERvfvuu/Txxx/TJ598Qk+ePJkv8TATm9Siqipv1U77vRKTy+VoOBzycPWCIJCmafznHrNUKhXeqlqnnpG5JzoQPf8tTVBwSiSE297e9s1YrFQqvhPVe2yDA6jHx8eR3TiQrlk3jkVvLJ1Oh1qtVui2P//5z/S73/2O3n//fbp79y598cUXdPv27YW+B8LFncRANBlhgbWmZom6p87z3VcFfjybgkqlMnfNmWh2Nw68GLZt+8Z8bNsmwzDoww8/JCKaaMnWajVSFGXh73IcJ7R2/eTJE/r666/p8PCQv/bNN98s9D0AWYFCKSWKotDe3t5cn+n1eqQoylo15bNoa2uLjo6OeJdMoVCg4XDIx4R2d3d9kxxKpdLCvQgHBweRBdrFxQV99913vHvo22+/pc8//3zhvwsgC0IjzyLo1eJw/FZflvJQkiTqdrtzr+IA8WQpr9dN1LFHSwkgo9iUYxRIsE7QUkoYjt/qQx6uD+R1etBSAgCAzAttKQEAACxbWEsp9HdKaM4uDt0Bqw95uD6Q1+mJagCh+w4AADIDhRIAAGQGCiUAAMiMRAolXddjLVAIyQqGSocXS9f1uSOELvIZgHWCllIKguGyvUvbe7HVidmPKCFbVFXlkV11XY81c3VnZ4cMw1h20iBhtm2Hrg4evJaDsbXG43HkNi/v+8JeX6egniiUUlCtVnn8FdM0qVqtTpx0UQUVZINlWSSKIl+HsNFoxF4NWpZl5O8KKZfL1Gq1SNO00O2iKPpiKnnXORRFkTRN49u8cbei9rXuLemFCqVg6Q/z8d682OrPDx8+9L2nWq3OtYgnq8mxmx2ruXsf6OpLzsnJCZVKJf7csiy+OnhYt6okSTxvisUiYpCtkH6/v1AICVZxaTQa/DVN06jT6UR+ptVqkWEYa9UyClqoUCqVSrz0ZwH/YDHs5Ltx4wZ/rVwuk6ZpsVcDH4/HfKXqSqVCtm2TqqrkOA6PfKooiu/igMs5Ojqi7e3t0G3FYtF34wmGnwgLkw2ry3Gc0Ep6WEDOzc1Nchwncl/5fJ5kWV7r1tLchRK7wNgNLpfLRTZrYbZ6ve4LR2FZFo1Go9gFyOnpKYmi6AudwEKms30Wi8W1rnktw7Qby87ODjmOw8cCg+EnNjY2pn4eVkelUvF13cmyPDUy9MbGxsx9ttttGgwGazuWvFBLSRTFpNOxlnRdp9Fo5Oumq1arc3XtsEFzb0uL3fRYQXR8fIwYTEsQdYNh40b37t0jIvIFAPRCReHqaTabUwN4np2dzdwHq+jXarWkk7cSFiqUUMu7PF3XSVVVXzcOqxkVCgVfV0ChUIhszmuaRpqmhVYURFEkQRAmCj5IxrQbTK1Wo06nQ7ZtkyiKoeEnUFG4unK5XGg37YMHD0iW5ZmfbzQa5DgO9Xq9ZSUxs+YulNjFxQZy2fgFwyZBYHZRtHq9Tp1OZ2K21tbWlq8rgG0fDodTC5VGo0GyLPPpqvfu3SNFUfg+MH6RvFm9BSzkfa1Wo93dXd821r0Kqy/YVVer1XhXbT6fJ8dxfPdCVVVjt4BM01zL8fqFWkrD4ZBUVSVBEKhWq5Fpmkmn68oaj8dkGMbE4Ohlf3zc7/dpMBhQvV6nRqPhC9edxP7Br1Qq0cnJydT3KIpCjuPQzs6O7/WwAXDILvZ7QVVVaTAY+K6n3d1d33VWKpV4BTKXy9FwOOTh6gVBIE3T+ISXWSqVCm9VrVOrGkH+EpaF48e6+rytK0mSqNVqxb4g1lmcPLQsi5rN5kKt0HK5TMViEbMhMyAL1+u6QpC/NTIej+nmzZu+1xzHiTXzB+Jh3XPzTlYYj8c0GAwmWk8A8AxaSgnLyvEL/qjZNE20kmKKm4dhLdJZdF2n09NTTDzJiKxcr+so6tijUEoYjt/qQx6uD+R1euYqlAAAAJYtVjh01BoAACAtmOgAAACZgUIJAAAyA4USAABkBgolAADIDBRKAACQGSiUAAAgM1AoAQBAZqBQAgCAzPh/4o84qmknkpsAAAAASUVORK5CYII=)
Choose the correct magnitude from the following
What is the value in blank “iii”?
PhysicsGrade-8
Physics
Fill in the table for the correct answer.
![](data:image/png;base64,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)
Choose the correct magnitude from the following
What is the value in blank “ii”?
Fill in the table for the correct answer.
![](data:image/png;base64,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)
Choose the correct magnitude from the following
What is the value in blank “ii”?
PhysicsGrade-8
Physics
Fill in the table for the correct answer.
![](data:image/png;base64,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)
Choose the correct magnitude from the following
What is the value in blank “i”?
Fill in the table for the correct answer.
![](data:image/png;base64,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)
Choose the correct magnitude from the following
What is the value in blank “i”?
PhysicsGrade-8
Physics
“The second law of motion applies here.” Is it true or false?
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)
“The second law of motion applies here.” Is it true or false?
![](data:image/png;base64,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)
PhysicsGrade-8
Physics
A man of mass 80 kg on the top floor of a skyscraper steps into an elevator. What is the man's weight as the elevator accelerates downward at a rate of 15m/s2?
g=10m/s2
A man of mass 80 kg on the top floor of a skyscraper steps into an elevator. What is the man's weight as the elevator accelerates downward at a rate of 15m/s2?
g=10m/s2
PhysicsGrade-8
Physics
What will the formula for the object with mass “m”, if acceleration is “2a”
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)
What will the formula for the object with mass “m”, if acceleration is “2a”
![](data:image/png;base64,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)
PhysicsGrade-8
Physics
Identify what is wrong in this statement.
Rate of change of momentum = ![fraction numerator m left parenthesis v minus u right parenthesis over denominator a end fraction](data:image/png;base64,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)
Identify what is wrong in this statement.
Rate of change of momentum = ![fraction numerator m left parenthesis v minus u right parenthesis over denominator a end fraction](data:image/png;base64,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)
PhysicsGrade-8
Physics
What is the relationship between mass and acceleration for a constant force being applied?
What is the relationship between mass and acceleration for a constant force being applied?
PhysicsGrade-8
Physics
In the formula, F = kma, k represents which unit?
In the formula, F = kma, k represents which unit?
PhysicsGrade-8
Physics
“The second law of motion applies here.” Is the statement correct?
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)
“The second law of motion applies here.” Is the statement correct?
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)
PhysicsGrade-8
Physics
“The second law of motion applies here.” Is the statement correct?
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)
“The second law of motion applies here.” Is the statement correct?
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)
PhysicsGrade-8
Physics
Identify Newton’s second law of motion.
Identify Newton’s second law of motion.
PhysicsGrade-8