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A point mass initially at rest moves along x-axis. Its acceleration varies with time as a = 6t+ 5 ms. If it starts from origin, the distance covered by it in 1 s is |
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Answer» 3 m `(dv)/(dt)=6t+5` or dv=(6t+5) dt, Intergrating `v=(6t^(2))/(2)+5t=3T^(2)+5t` `DS(3t^(2)+5t)dt` `s=(3t^(3))/(3)+(5t^(2))/(2)` `(s)_(t)=(3xx1xx1)/(3)+(5)/(2)1xx1=3.5` |
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