Kinematics Problem: Finding Initial Velocity of a Basketball Thrown at an Angle

AI Thread Summary
A user seeks assistance with a kinematics problem involving a basketball thrown at an angle. The scenario includes a basketball player standing 9.5 meters from a basket 3.1 meters high, throwing the ball from an initial height of 2.0 meters at a 35-degree angle. To find the initial velocity, the user is advised to use equations of motion, considering vertical and horizontal forces. The discussion emphasizes the importance of showing attempted solutions to receive effective help. Understanding the relationship between time and velocity is crucial for solving the problem.
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Hey, so I've been having some problems with Kinematics in reviewing for my finals next week! One question in particular I need help with, because I don't know how to solve it, and I am very bad at conveying my solutions on tests. Can anyone give me a hand? The question is : a basketball player is standing 9.5m from the basket which is at a height of 3.1m. She throws the ball from an initial height of 2.0m at an angle of 35 degrees above horizontal. The ball goes straight through the basket. Find v initial.
 
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Be sure to use the HW template, which every user must use to get HW Help. You also need to know what you tried so far, so we can assist you.
 
You want to know how to solve it. Think of a few things you should have learned in this context and apply them in a reasonable manner.
There is a constant force in the vertical direction, so you get an expression for height as a function of time. Take t_throwing = 0 and leave t_ball_in_hoop as unknown.
No force horizontally, so: uniform motion at a constant speed. Two expressions with two unknowns only: t_ball_in_hoop and v_initial. Solve for v_initial.
By the way, I agree with NasuSama: you get better help if the helpers see what you've done by yourself and where you get stuck.
 
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