A wheel starting from rest is uniformly accelerate at `4rad/s^2` for 10 seconds. It is allowed to rotate uniformly for the next 10 seconds and is finally brought to rest in the next 10 seconds. Find the total angle rotated by the wheel.

A wheel starting from rest is uniformly accelerated at 2 {rad}/s^(2) for 20 seconds. It is allowed to rotate uniformly for the next 10 seconds and is finally brought to rest in next 20 seconds. The total angle rotated by the wheel (in radian) is :-

A wheel starting from rest is uniformly accelerated at 2 red/s^(2) for 20 seconds. It is allowed to rotate uniformly for the next 10 seconds and is finally brought to rest in next 20 seconds. The total angle rotated by the wheel (in radian) is :-

A wheel starting from rest is uniformly accelerated at 2 red/s^(2) for 20 seconds. It is allowed to rotate uniformly for the next 10 seconds and is finally brought to rest in next 20 seconds. The total angle rotated by the wheel (in radian) is :-

A wheel starting from rest is uniformly accelerated at 4rad//s^(2) for 10s . It is allowed to rotated uniformly for the next 10 s and is finally brought to rest in the next 10 s. Find the total angle rotated by the wheel.

A wheel starting from rest is uniformly accelerated at 4rad//s^(2) for 10s . It is allowed to rotated uniformly for the next 10 s and is finally brought to rest in the next 10 s. Find the total angle rotated by the wheel.

A wheel starting from rest is uniformely accelerated at 2 rad//s^(2) for 5 s . It is allowed to rotated uniformly for the next 10 s and is finally brought to rest in the next 5 s . Find the total angle rotated by the wheel.

A wheel starting from rest is uniformly acceleration with angular acceleration of 4 "rad"//s^(2) for 10 seconds . It is then allowed to rotate uniformly for next 10 seconds and finally brought to rest in next 10 seconds by uniform angular retardation. Total angle rotated is (100 n) radian. Find value of n.

A wheel starting from rest is uniformly acceleration with angular acceleration of 4 "rad"//s^(2) for 10 seconds . It is then allowed to rotate uniformly for next 10 seconds and finally brought to rest in next 10 seconds by uniform angular retardation. Total angle rotated is (100 n) radian. Find value of n.

A wheel starting from rest,rotates with a uniform angular acceleration of 2rad/s^(2) .Then the number of rotations it performs in tenth second is

A motorcycle starts from rest. The uniformly accelerates at 1m//s^2 . Find the distance travelled in the 3rd second.