Calculating the Flight and Landing of a Golf Ball Hit with an Inclined Force

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SUMMARY

The discussion revolves around calculating the flight and landing dynamics of a golf ball hit with an inclined force of 16 kN at an angle of π/6 radians. The golf ball, weighing 45.5 grams and having a diameter of 4.25 cm, experiences air friction quantified as 0.25 Newton seconds per meter. The ball lands inelastically in a sand pit at the same elevation as the tee. Key equations related to projectile motion and friction need to be identified to solve the problem effectively.

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Homework Statement



It is a windless day at standard temperature and pressure. A golf ball of mass 45.5 grams and 4.25 cm diameter rests on a golf tee. It is hit by a golf club in an elastic collision with inclination pi/6 and force 16k Newtons. During flight, the air friction is 0.25 Newton seconds/meter. The ball lands inelastically in ...a sand pit at the same elevation as the golf tee.
Q: What was the action of the golf ball ?

Homework Equations





The Attempt at a Solution

 
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What equations do you think might be relevant? Did you make an attempt at a solution?
 
No i don't have no clue about this but if you don t mind could you help me.
 
the pro said:

Homework Statement



It is a windless day at standard temperature and pressure. A golf ball of mass 45.5 grams and 4.25 cm diameter rests on a golf tee. It is hit by a golf club in an elastic collision with inclination pi/6 and force 16k Newtons. During flight, the air friction is 0.25 Newton seconds/meter. The ball lands inelastically in ...a sand pit at the same elevation as the golf tee.
Q: What was the action of the golf ball ?

Homework Equations





The Attempt at a Solution


The problem statement appears incomplete, or at least has some typos in it. What do you mean by "the air friction is 0.25 Newton seconds/meter"? That's not the force of friction -- what measure of friction is it? And you need to define what you mean by "action" of the ball. What are the possible "actions"?
 

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