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'`.

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 "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 car whose floor to ceiling distance is equal to 2.7m starts ascending with constant acceleration 1.2 m//s^2. 2 s after the start, a bolt begins falling from the ceiling of the car. Find (a)the time after which bolt hits the floor of the elevator. (b)the net displacement and distance travelled by the bolt, with respect to earth. (Take g=9.8 m//s^2)

An elevator car whose floor to ceiling distance is equal to 2.7m starts ascending with constant acceleration 1.2 m//s^2. 2 s after the start, a bolt begins falling from the ceiling of the car. Find (a)the time after which bolt hits the floor of the elevator. (b)the net displacement and distance travelled by the bolt, with respect to earth. (Take g=9.8 m//s^2)

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 (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 (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 ascends an upward acceleration of 0.2 m/s2. At the instant it upwards speed in 3m/sec a loose bolt 5 m high form the floor drops from the ceiling of the elevator.Find the time until the bolt strikes the floor and the displacement it has fallen .

An elevator ascends an upward acceleration of 0.2 m/s2. At the instant it upwards speed in 3m/sec a loose bolt 5 m high form the floor drops from the ceiling of the elevator.Find the time until the bolt strikes the floor and the displacement it has fallen .