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A particle located at x = 0 at time t=0 starts moving along positive x-direction with velocity v that varies as v = asqrt(x). The displacement of the particle varies with time as : |
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Answer» `t^(2)` `(dx)/(DT)=ax^(1//2)` or `x^(-1//2)dx=a dt` Intergrating, we GET `(x^(1//2))/(1//2)`=at `xprop t^(2)` |
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