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A particle moving in the +ve x direction has an acceleration, $a = 100 - 4v^2 m/s^2. $

Determine the time interval and displacement of a particle when speed changes from 1 m/s to 3 m/s.

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FBD of the lift

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Using kinematic equation

$$v^2=u^2+2as$$

Given that $v=3m/s, u=0, s=4m, $ we have,

$$3^2=0+(2×4)a$$

$\therefore a=\dfrac 98 m/s^2$

By Newton’s Law,

$ma=T-mg \\ \therefore T=m(a+g)=750(\dfrac 98+9.81) \\ T=8201.25N \space \space or \space \space T=8.201kN --Ans$

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