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A point moves with uniform acceleration ...

A point moves with uniform acceleration and `v_(1), v_(2)`, and `v_(3)` denote the average velocities in the three successive intervals of time `t_(1).t_(2)`, and `t_(3)` Which of the following Relations is correct?.

A

`(V_(1)-V_(2): (V_(2)-V_(3)= (t_(1)-t_(2)): (t_(2)-t_(3))`

B

`(V_(1)-V_(2): (V_(2)-V_(3)= (t_(1)+t_(2)): (t_(2)+t_(3))`

C

`(V_(1)-V_(2): (V_(2)-V_(3)= (t_(1)-t_(2)): (t_(2)+t_(3))`

D

`(V_(1)-V_(2): (V_(2)-V_(3)= (t_(1)+t_(2)): (t_(2)-t_(3))`

Text Solution

Verified by Experts

The correct Answer is:
B
`a=("change in average velocity")/("average time")`
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