A ball is thrown vertically upwards. Assuming the air resistance to be constant and considerable :–the time of ascent ≥ the time of descentthe time of ascent < the time of descentthe time of ascent > the time of descentthe time of ascent = the time of descent

Statement I: A body is thrown verticallyupwards. If air resistance is to be takeninto account, then the time duringwhich the body rises is greater than thetime of fall.Statement II: A body is thrown verticallyupwards and when it reaches half of itsmaximum height, its accelerationremains same

A ball is thrown vertically upwards. Which of the following graph represent velocity-time graph of the ball during its flight (air resistance is neglected)

All are come togetherball is projected from the ground level in vertically upward direction with an initial velocity u. The ball goes up to a maximum height ( EMG ) and then starts moving downward. Finally the ball falls back on the ground. It is given that motion of the ball under the action of gravity alone( IFYS ) and effect of air resistance, if any, is negligible. What is the value of maximum height up to which the ball goes ? (ONT ) What time does the ball take to reach the highest point during its motion ?​​

A body of mass 5kg is thrown vertically upwards.a air resistance of a constant retarding force 10N acting on the body .the ratio time of ascent and time of descent is .[use g=10m/s^2]

A ball is thrown vertically upward with a velocity of 49 m/s. calculate:(a) The maximum height to which it rises.(b) The total time it takes to return to the surface of the earth. (Take g=9.8m/s2)