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A particle starts moving in a straight ...

A particle starts moving in a straight from rest with constant acceleration until it reaches velocity v. The distance travelled by it until this point is . Then, it covers a further distance x at constant velocity. Finally, it slows down to rest at a constant rate such that it covers distance 2x. The total time for which the particle moved is T .Then ` ,(Tv)/(x)= `

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To solve the problem step by step, we will break down the motion of the particle into three distinct phases: 1. **Acceleration Phase** (from rest to velocity v) 2. **Constant Velocity Phase** (moving with velocity v) 3. **Deceleration Phase** (slowing down to rest) ### Step 1: Acceleration Phase The particle starts from rest and accelerates to a velocity \( v \) with a constant acceleration \( a \). ...
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