Math, asked by mahaku, 7 months ago

Two transparent elevator cars A and B are

moving in front of each other. Car A is moving

up and retarding at a1, while car B is moving

down and retarding at a2. Person in car A drops

a coin inside the car. What is the acceleration

observed by person in car B.

(1) g + a2 downward

(2) g – a1 – a2 downward

(3) g – a1 + a2 downward

(4) g + a1 – a2 downward ​

Answers

Answered by sonuvuce
7

The acceleration as observed by person in car B is g+a2 downward

Therefore, option (1) is correct.

Step-by-step explanation:

Given

Car A is moving up but retarding at a_1

Car B is moving down but retarding at a_2

When the coin is dropped inside the elevator car A, it becomes the case of free fall

Thus, the coin falls with acceleration g

Acceleration of coin C w.r.t. ground

a_{C/G}=g

Acceleration of car B w.r.t. ground

a_{B/G}=-a_2

Therefore,

acceleration of coin w.r.t. car B

a_{C/B}=a_{C/G}+a_{G/B}

\implies a_{C/B}=g+a_2

The acceleration will be in downward direction

Hope this answer is helpful.

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