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प्रश्न
A body of mass m is projected horizontally with a velocity v from the top of a tower of height h and it reaches the ground at a distance x from the foot of the tower. If the second body of mass of 4 m is projected horizontally from the top of a tower of the height of 4 h, it reaches the ground at a distance of 4x from the foot of the tower. The horizontal velocity of the second body is:
पर्याय
6V
`sqrt2"V"`
2V
5V
MCQ
उत्तर
2V
Explanation:
For the first body h = `1/2 "gt"^2` ...(u = 0)
t = `"x"/"v"`
∴ h = `1/2 "g"("x"^2/"v"^2)` ....(1)
`"h" ∝ "x"^2/"v"^2`
∴ `"h"/(4"h") = "x"^2/"v"^2 xx "v'"^2/(4"x")^2`
4v2 = v'2
2v = v'
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