Three identical solid spheres (1, 2 and ...

Three identical solid spheres (1, 2 and 3) are allowed to roll down from three inclined plane of angles `theta_(1), theta_(2) and theta_(3)` respectively starting at time t = 0, where `theta_(1) gt theta_(2) gt theta_(3)`, then

A

sphere 1 will reach the bottom first

B

sphere 2 will reach the bottom first

C

sphere 3 will reach the bottom first

D

all the spheres will reach the bottom at the same time

Text Solution

Verified by Experts

The correct Answer is:

A

Promotional Banner

Promotional Banner

Recommended Questions

Three identical solid spheres (1, 2 and 3) are allowed to roll down fr...
Text Solution
|
f theta(1),theta(2),theta(3),theta(4),theta(5)in(0,(pi)/(2)), satisfyi...
Text Solution
|
The angle of a convex pentagon are theta(1)<theta(2)<theta(3)<theta(4)...
Text Solution
|
यदि tan(theta(1)+theta(2))=(tan theta(1)+tan theta(2))/(1-tantheta(1)t...
Text Solution
|
If a line makes angles theta(1), theta(2), theta(3) with the coordinat...
Text Solution
|
Let z(1),z(2) and z(3) be three points on |z|=1. If theta(1), theta(2)...
Text Solution
|
If the line vec(OR) makes angles theta(1),theta(2),theta(3) with the ...
Text Solution
|
If the line passing through origin makes angles theta(1), theta(2), th...
Text Solution
|
If theta(1),theta(2),theta(3)....,theta(n) are in A.P. then (sin theta...
Text Solution
|