A golf ball is hit with initial velocity $v_{o}$ (in feet per second) and trajectory angle $\theta$ The horizontal distance traveled before it bounces is given by $d=\frac{v_{o}^{2}}{16} \sin \theta \cos \theta$ Find the angle of trajectory needed to hit a green 700 feet away on the first bounce if the initial velocity is 170 ft/sec.

Question

A golf ball is hit with initial velocity $v_{o}$ (in feet per second) and trajectory angle $\theta$  The horizontal distance traveled before it bounces is given by $d=\frac{v_{o}^{2}}{16} \sin \theta \cos \theta$ Find the angle of trajectory needed to hit a green 700 feet away on the first bounce if the initial velocity is  170 ft/sec.

Quizplus · Accepted Answer

The Answer of A golf ball is hit with initial velocity $v_{o}$ (in feet per second) and trajectory angle $\theta$  The horizontal distance traveled before it bounces is given by $d=\frac{v_{o}^{2}}{16} \sin \theta \cos \theta$ Find the angle of trajectory needed to hit a green 700 feet away on the first bounce if the initial velocity is  170 ft/sec.

A Golf Ball Is Hit with Initial Velocity vov_{o}vo​ (In Feet Per Second) and Trajectory Angle

A Golf Ball Is Hit with Initial Velocity $v_{o}$ (In Feet Per Second) and Trajectory Angle