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Answer:-
If you compare the energy in both situations you'll have this:
Consider the potential energy = mgh and the kinetic energy = V²/2
First:
mgh₁ = V²/2
Second:
mgh₂ = (4•V)²/2
So,
mgh₂ = 8•V²
Comparing both equations:
mgh₂/8 = mgh₁•2 → h₂/h₁ = 16 (d)
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krishnpal:
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⭐《QUESTION》
An archer practicing an arrow bow shoots an arrow straight two times.The first time it's initial speed is V° and second time he increases the speed to 4V°. How would you compare the Maximum Height in the second trial to that of the first trial ?
⭐《ANSWER》
↪Actually welcome to the concept of the STRAIGHT PROJECTILE MOTION
↪ Since here the arrow acts as a projectile , here the angle of inclination is 90° , since it is straight upward direction
↪Then we apply here the formula for the Maximum height that is
↪Hmax = u^2 sin^2 ⊙ ÷ 2g
↪Solving simultaneously we get
↪H1 = V°^2/20 and H2 = 16V°^2/20
↪comparing the ratio we get
↪H1:H2 = 1:16
↪thus the answer is ⭐D.) 16 times greater
An archer practicing an arrow bow shoots an arrow straight two times.The first time it's initial speed is V° and second time he increases the speed to 4V°. How would you compare the Maximum Height in the second trial to that of the first trial ?
⭐《ANSWER》
↪Actually welcome to the concept of the STRAIGHT PROJECTILE MOTION
↪ Since here the arrow acts as a projectile , here the angle of inclination is 90° , since it is straight upward direction
↪Then we apply here the formula for the Maximum height that is
↪Hmax = u^2 sin^2 ⊙ ÷ 2g
↪Solving simultaneously we get
↪H1 = V°^2/20 and H2 = 16V°^2/20
↪comparing the ratio we get
↪H1:H2 = 1:16
↪thus the answer is ⭐D.) 16 times greater
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