A golf ball is hit with an initial velocity of 30 m/s [55°]. What is the ball’s maximum range and height?
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Answer:
R = 84.572 m ~ 84.6 m
Explanation:
Using formula: {v(square)sin2X}/g
v or u = initial velocity (30 m/s)
x = angle of trajectory or inclination (55°)
g= 10 m/s(square)
R = Maximum range
R = { (30^2)sin(2×55°) } / 10
= { 900× sin(110°) } / 10
sin(110°) = 0.939
= (900×0.939)/10
= 845.72/10
R = 84.572 m
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