Motion Problem: Struggling with Angle w.r.t Wall

AI Thread Summary
The discussion revolves around solving a motion problem involving calculating the angle with respect to a vertical wall. The user successfully calculated one component but struggles with determining the angle, initially attempting to use the inverse tangent method. Participants suggest using the x and y components of velocity to apply the tangent function correctly. They emphasize the need to find the time to impact the wall and the vertical speed at that moment using kinematic equations. Clarifying the method for obtaining the y component of velocity is crucial for solving the problem accurately.
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Motion Problem!

Homework Statement



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The Attempt at a Solution



Okay, so I got number one (6.36904) but I'm having real trouble getting the angle w.r.t the wall. At first I thought of taking the t (from
horizontal_displacement_equation.png
)[/URL] then multiplying it by the acceleration to get the y component of the velocity. I then thought of taking the inverse tangent of (5.5/Vy). But I am not sure if it is right. Did I do something wrong?
 
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Yes, you do want something like tan(angle) = vx / vy. This gives you the angle between your vector and the vertical direction (the wall is vertical).
 


Can please be a little more specific?
 


You need the x and y components of the velocity and then you can use your tangent method.
 


Kurdt said:
You need the x and y components of the velocity and then you can use your tangent method.

That's what I was trying to do, but is my method of getting the y component of the velocity (listed above) right? Or was I supposed to use another method?
 


You'll have to use some kinematic equations. You need to find the time it takes to hit the wall and then the speed it will be traveling in the vertical direction due to that acceleration after that time. If you got the first part correct then you should already know both components surely?
 
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