[" An elevator of height "32m" is ascending "],[" with an acceleration "6.2m/sec^(2)" .After a "],[" time 't',a coin is dropped from the top of "],[" the elevator.When will the coin strike "],[" the bottom of the elevator? "]

An elevator is moving with an upward acceleration a, A coin is dropped from rest from the roof of the elevator, frlative to you. After what time the coin will strike the base of the elevator?

An elevator of height 'h' ascends with constant acceleration 'a' . When it corsses a plalform bolt drops from the top of the elevator. If the time for the bolt to hit the floor of the elevator is sqrt((lambdah)/(g + a)) then find 'lambda' .

Imagine yourself standing in an elevator while is moving with an upward acceleration a = 2 m//s^2 . A coin is dropped from rest from the roof of the elevator, relative to you. The roof to floor height of the elevator is 1.5 m . ("Take" g = 10 m//s^2) . Find the velocity of the coin relative to you when it strikes the base of the elevator.

An elevator (lift) ascends with an upward acceleration of 1.2 ms^(-2) .At the instant when its upward speed is 2.4 ms^(-1) , a loose bolt drops from the ceiling of the elevator 2.7 m above the floor of the elevator . Calculate (a) the time of flight of the bolt from the ceiling to the floor and (b)the distance it has fallen relative to the elevator shaft.

An elevator without a ceiling is ascending up with an acceleration of 5 ms^-2. A boy on the elevator shoots a ball in vertical upward direction from a height of 2 m above the floor of elevator. At this instant the elevator is moving up with a velocity of 10 ms^-1 and floor of the elevator is at a height of 50 m from the ground. The initial speed of the ball is 15 ms^-1 with respect to the elevator. Consider the duration for which the ball strikes the floor of elevator in answering following questions. ( g=10 ms^-2 ) 1. The time in which the ball strikes the floor of elevator is given by

An elevator without a ceiling is ascending up with an acceleration of 5 ms^-2. A boy on the elevator shoots a ball in vertical upward direction from a height of 2 m above the floor of elevator. At this instant the elevator is moving up with a velocity of 10 ms^-1 and floor of the elevator is at a height of 50 m from the ground. The initial speed of the ball is 15 ms^-1 with respect to the elevator. Consider the duration for which the ball strikes the floor of elevator in answering following questions. ( g=10 ms^-2 ) 2. The maximum height reached by ball, as measured from the ground would be

An elevator without a ceiling is ascending up with an acceleration of 5 ms^-2. A boy on the elevator shoots a ball in vertical upward direction from a height of 2 m above the floor of elevator. At this instant the elevator is moving up with a velocity of 10 ms^-1 and floor of the elevator is at a height of 50 m from the ground. The initial speed of the ball is 15 ms^-1 with respect to the elevator. Consider the duration for which the ball strikes the floor of elevator in answering following questions. ( g=10 ms^-2 ) 4. The maximum separation between the floor of elevator and the ball during its flight would be

An elevator without a ceiling is ascending up with an acceleration of 5 ms^-2. A boy on the elevator shoots a ball in vertical upward direction from a height of 2 m above the floor of elevator. At this instant the elevator is moving up with a velocity of 10 ms^-1 and floor of the elevator is at a height of 50 m from the ground. The initial speed of the ball is 15 ms^-1 with respect to the elevator. Consider the duration for which the ball strikes the floor of elevator in answering following questions. ( g=10 ms^-2 ) 3. Displacement of ball with respect to ground during its night would be

An elevator (lift) ascends with an upward acceleration of 1.2ms^-2 . At the instant when its upward speed is 2.4 ms^-1 , a loose bolt drops from the ceiling of the elevator 2.7m above the floor of the elevator. Calculate (a) the time of flight of the bolt from the ceiling to the floor and (b) the distance it has fallen relaative to the elevator shaft.

An elevator is descending with uniform acceleration.To measure the acceleration, a person in the elevator drops a coin at momen the elevator strts. The coin is 6 ft asbove the floor of the elevator at the time it is dropped. The person observes that the coin strikes the floor in 1 second. Calculate these dta the acceleration of the elevator.