A particle travels half the distance with a velocity of `6 ms^(–1)`. The remaining half distance is covered with a velocity of `4 ms^(–1)` for half the time and with a velocity of `8 ms^(–1)` for the rest of the half time. What is the velocity of the particle averaged over the whole time of motion ?

A particle travels half the distance with a velocity of 6 ms. The remaining half distance is covered with a velocity of 4 ms for half the time and with a velocity of 8 ms for the rest of the half time. What is the velocity of the particle averaged over the whole time of motion?

A body travelling along a straight line , one thired of the total distance with a velocity 4 ms^(-1) . The remaining part of the distance was covered with a velocity 2 ms^(-1) for half the time and with velocity 6 ms^(-1) for the other half of time . What is the mean velocity averaged over te whle time of motin ?

A body travelling along a straight line traversed one thired of the total distance with a velocity 4 ms^(-10 . The remaining part of the distance was covered with a velocity 2 ms^(-1) for half the time and with velocity 6 ms^(-1) for the other hald of time . What is the mean velocity averaged over te whle time of motin ?

A point traversed half the distance with a velocity v_(0) . The remaining part of the distance was covered with velocity v_(1) for half the time, and with velocity v_(2) for the other half of the time. Find the mean velocity of the point averaged over the whole time of the motion.

A body travelling along a straight line traversed one third of the total distance with a velocity 4m/s. The remaining part of the distance was covered with a velocity 1 m/s for half the time and with velocity 3 m/s for the other half of time. The mean velocity averaged over the whole time of motion is :

A body travelling along a straight line traversed one third of the total distance with a velocity 4m/s. The remaining part of the distance was covered with a velocity 1 m/s for half the time and with velocity 3 m/s for the other half of time. The mean velocity averaged over the whole time of motion is :

A point traversed half the distance with a velocity v_0 . The remaining part of the distance was covered with velocity v_1 for half the time, and with velocity v_2 for the other half of the time. Find the mean velocity of the point averaged over the whole time of motion.

A cae is travelling along a straight line. It covers one-half of the total, distance with a velocity 10 km//h . The remaining part of the distance was covered with velocity 12 ms^(-1) . For half the time and with velocity 16 ms^(-1) for the other half the tiem. Find the average speed over the whole time of motion.