If one object is dropped vertically downward and another object is thrown horizontally from the same height, then the ratio of vertical distance covered by both objects at any instant t is
(a) 1
(b) 2
(c) 4
(d) 0.5
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Answered by
46
Answer :- option (a)
Explanation :- case 1 :- if object is dropped from h height , then initial velocity of object equals zero.
use formula, S = ut + 1/2at²
∴ h = 0.t + 1/2 gt² ⇒t = √{2h/g}
Case 2 :- if object is thrown horizontally from the same height .
Let initial horizontal speed = u
because this is the example of horizontal projectile .
∴ intially , speed of body in vertical direction = 0
use formula S = ut + 1/2at² for vertical direction
Y = Uyt' + 1/2ayt'²
h = 0 + 1/2gt'² ⇒t' = √{2h/g}
Here it is clear that t = t'
Hence , option (a) is correct.
Explanation :- case 1 :- if object is dropped from h height , then initial velocity of object equals zero.
use formula, S = ut + 1/2at²
∴ h = 0.t + 1/2 gt² ⇒t = √{2h/g}
Case 2 :- if object is thrown horizontally from the same height .
Let initial horizontal speed = u
because this is the example of horizontal projectile .
∴ intially , speed of body in vertical direction = 0
use formula S = ut + 1/2at² for vertical direction
Y = Uyt' + 1/2ayt'²
h = 0 + 1/2gt'² ⇒t' = √{2h/g}
Here it is clear that t = t'
Hence , option (a) is correct.
Answered by
1
Answer:
Correct answer is (a) 1
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