Jawaban:
Solution:
(a) The bomb free fell for a distance h. From h= 1/2 gt², we find that it takes t = √(2h/g)
for the bomb to reach the target.
(b) The horizontal velocity of the bomb is always V . Thus D = V t = V √(2h/g) .
(c) The vertical velocity of the bomb before striking the target is Vvert = tg = √2hg. The
speed of the bomb before striking the target is √(V²vert + V²)= √(2gh + V 2).
(d) Since the bomb and the airplane have the same horizontal velocity, when bomb striks
target, the airplane is right above the target.
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Jawaban:
Solution:
(a) The bomb free fell for a distance h. From h= 1/2 gt², we find that it takes t = √(2h/g)
for the bomb to reach the target.
(b) The horizontal velocity of the bomb is always V . Thus D = V t = V √(2h/g) .
(c) The vertical velocity of the bomb before striking the target is Vvert = tg = √2hg. The
speed of the bomb before striking the target is √(V²vert + V²)= √(2gh + V 2).
(d) Since the bomb and the airplane have the same horizontal velocity, when bomb striks
target, the airplane is right above the target.