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Science & Mathematics by Anonymous 2018-06-13 20:03:20
Social Science
Physics 11 Help?
3 answers
A stone is dropped from the top of a tall building. It accelerates at a rate of 9.81 m/s^2. How long will the stone take to pass a window that is 2.0 m high, if the top of window is 20.0m below the point from which the stone was dropped?
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Anonymous
20*2 = g*t1^2 t1 = √40/9,81 = 2.0193 sec 22*2 = g*t2^2 t2 = √44/9,81 = 2.1178 sec t2-t1 = 2.1178-2.0193 = 0.0986 sec ...a bit less than one tenth of second
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Anonymous
s = ½gt² (since initial velocity = 0) t = √(2s/g) Time to fall 20m = √(2*20/9.81) (to reach top of window) Time to fall 22m = √(2*22/9.81) (to reach bottom of window) Time to pass the 2m window = √(2*22/9.81) - √(2*20/9.81) = 0.099 s approx,
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Anonymous
as s = 1/2 g t^2 then t = sqrt( 2s/g) The time at the top is sqrt ( 2 * 20 /9.81) and the time at the bottom is sqrt( 2 * 22/9.81) Now could you find the time taken to pass this window from that? Hint :a takeaway problem.