Projectile Motion Suppose that Adam hits a golf ball offa cliff 300 meters high with an initial speed of 40 meters persecond at an angle of 45° to the horizontal.(a) Find parametric equations that model the position ofthe ball as a function of time.(b) How long is the ball in the air?(c) Determine the horizontal distance that the ball travels.(d) When is the ball at its maximum height? Determine themaximum height of the ball.(e) Using a graphing utility, simultaneously graph theequations found in part (a)
Projectile Motion Suppose that Adam hits a golf ball offa cliff 300 meters high with an initial speed of 40 meters persecond at an angle of 45° to the horizontal.(a) Find parametric equations that model the position ofthe ball as a function of time.(b) How long is the ball in the air?(c) Determine the horizontal distance that the ball travels.(d) When is the ball at its maximum height? Determine themaximum height of the ball.(e) Using a graphing utility, simultaneously graph theequations found in part (a)
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Projectile Motion Suppose that Adam hits a golf ball off
a cliff 300 meters high with an initial speed of 40 meters per
second at an angle of 45° to the horizontal.
(a) Find parametric equations that model the position of
the ball as a function of time.
(b) How long is the ball in the air?
(c) Determine the horizontal distance that the ball travels.
(d) When is the ball at its maximum height? Determine the
maximum height of the ball.
(e) Using a graphing utility, simultaneously graph the
equations found in part (a)
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