What factors affect the trajectory of a soccer ball in projectile motion?

[Baquedano]

Homework Statement

A soccer ball is kicked 27.43m away from the goal and 9.15m away from the defensive line with a initial velocity of 36 m/s, when the ball reaches the goal is 1.92m from the floor [/B]
I'll leave a little diagram of the problem, thanks for your time.
P.D: I apologize for my poor English, I hope you understood what I was trying to say

 

[berkeman]

Homework Statement

A soccer ball is kicked 27.43m away from the goal and 9.15m away from the defensive line with a initial velocity of 36 m/s, when the ball reaches the goal is 1.92m from the floor [/B]
I'll leave a little diagram of the problem, thanks for your time.
P.D: I apologize for my poor English, I hope you understood what I was trying to say

Welcome to the PF.

It's good you posted some of your work. Could your please type in your Attempt at the Solution? Thanks.

 

[Ritzycat]

I don't want to offer too much help until you have attampted a solution.

To get you going though, try dividing this problem into 2 parts (when the ball is kicked and when it reaches maximum height, and then from maximum height to the goal).

 

[ehild]

Homework Statement

A soccer ball is kicked 27.43m away from the goal and 9.15m away from the defensive line with a initial velocity of 36 m/s, when the ball reaches the goal is 1.92m from the floor [/B]

What is the question?

 

[HalfLostAndSearching]

I would approach this problem using the principles of projectile motion. First, I would identify the initial conditions of the soccer ball's motion, including its initial velocity and starting position. Using the equations of projectile motion, I would calculate the trajectory of the ball as it travels towards the goal.

Next, I would consider any external factors that may affect the ball's motion, such as air resistance or the force of gravity. These can be incorporated into the calculations to provide a more accurate prediction of the ball's path.

Based on the given information, I would predict that the soccer ball will follow a parabolic path towards the goal, with its highest point being at a distance of approximately 13.72m from the starting point. As it approaches the goal, the ball will begin to descend, reaching a height of 1.92m from the ground when it reaches the goal.

To further analyze the motion of the soccer ball, I would also consider the angle at which it was kicked and the mass of the ball. These factors can affect the ball's trajectory and should be taken into account for a more comprehensive understanding of its motion.

In conclusion, the problem of a soccer ball being kicked towards a goal can be solved using the principles of projectile motion. By considering the initial conditions and external factors, we can accurately predict the ball's path and understand the factors that influence its motion.