NEET2026PhysicsChapterActual
Five identical coins are dropped from rest from different balconies of a tall building. The time taken by each coin to reach the ground is recorded as follows (neglecting air resistance): A. Coin A takes 3.0 s. B. Coin B takes 1.5 s. C. Coin C takes 2.5 s. D. Coin D takes 4.0 s. E. Coin E takes 2.0 s. What is the correct order of the heights of the balconies from which the coins were dropped?
Options
- AD > A > C > E > B
- BB > E > C > A > D
- CD > C > A > E > B
- DA > D > C > E > B
Correct answer
A. D > A > C > E > B
Step-by-step solution
For an object dropped from rest, the height h is given by h = 1 2 gt^2 . Since g is constant, h t^2 . Thus, the height of the balcony is directly proportional to the square of the time taken to reach the ground. A longer time corresponds to a greater height. The given times are: t_D = 4.0 s t_A = 3.0 s t_C = 2.5 s t_E = 2.0 s t_B = 1.5 s Arranging the times in descending order gives t_D > t_A > t_C > t_E > t_B . Therefore, the correct order of the heights is D > A > C > E > B . Answer: D > A > C > E > B