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The speed v reached by a car of mass m in travelling a distance x, driven with constant power P, is given byA. (a) `v=(3xP)/(m)`B. (b) `v=((3xP)/(m))^(1//2)`C. (c) `v=((3xP)/(m))^(1//3)`D. (d) `v=((3xP)/(m))^2` |
Answer» Correct Answer - C `P=Fv=m(dv)/(dt)v` or `v(dv)/(dt)=P/m` or `v(dv)/(dx)(dx)/(dt)=P/m` or `v^2(dv)/(dx)=P/m` or `v^2dv=P/mdx` On integration, we get `v^3/3=(Px)/(m)` or `v=((3xP)/(m))^(1//3)` |
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