Physics, asked by soumyaneel87, 10 months ago

A particle starting from rest begins to move along a straight line with acceleration a. Its complete path x is divided into n equal parts. At the end of each part, its acceleration increases by a/n. Prove that the velocity of the particle at the end of the path is √[ax(3n – 1) /n]

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Answered by sunnygupta91

Answer:

I know you have any other information that but

Answered by mandalharbanslal23

Answer:

it is from which book can you please say I will explain tomorrow okay in detail and also tell your full name who has asked the question so that i can solve your any doubt

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A particle starting from rest begins to move along a straight line with acceleration a. Its complete path x is divided into n equal parts. At the end of each part, its acceleration increases by a/n. Prove that the velocity of the particle at the end of the path is √[ax(3n – 1) /n] ​

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A particle starting from rest begins to move along a straight line with acceleration a. Its complete path x is divided into n equal parts. At the end of each part, its acceleration increases by a/n. Prove that the velocity of the particle at the end of the path is √[ax(3n – 1) /n]