one second after projection a stone moves at an angle of 45 two seconds after projection it moves horizontally find the angle of projection and initial velocity
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Hey dear FřeïŇðs ☺️☺️❤️
Ur answer is here....
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ANSWER
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X = u cos θ t and Vx = u cos θ
y = u sin θ t - 1/2 g t² abd Vy = u sin θ - g t
The horizontal component of speed Vx is always constant. So the speed is minimum when the vertical component Vy is 0.
=> u sinθ = 2 g
45° = direction of velocity of the project at time t = 1 sec.
Then Tan 45° = 1 = Vy / Vx = (u sinθ - g*1)/(u cosθ)
=> u cosθ = g
=> tan θ = 2 => θ = Tan⁻¹ 2
=> sinθ = 2/√5 and cosθ = 1/√5 and u = √5 g
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Hope its help uh.......
==================================
__SUMIT TIWARI FROM [UP] AZAMGARH
Ur answer is here....
_______________________
ANSWER
_____________--____=&_______
X = u cos θ t and Vx = u cos θ
y = u sin θ t - 1/2 g t² abd Vy = u sin θ - g t
The horizontal component of speed Vx is always constant. So the speed is minimum when the vertical component Vy is 0.
=> u sinθ = 2 g
45° = direction of velocity of the project at time t = 1 sec.
Then Tan 45° = 1 = Vy / Vx = (u sinθ - g*1)/(u cosθ)
=> u cosθ = g
=> tan θ = 2 => θ = Tan⁻¹ 2
=> sinθ = 2/√5 and cosθ = 1/√5 and u = √5 g
==========================) ============
Hope its help uh.......
==================================
__SUMIT TIWARI FROM [UP] AZAMGARH
Answered by
6
Answer:
th e answer for this question is tan inverse of 2
and intial velocity is square root og 5 g
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