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A basketball player is standing 9.5 m from the basket, which is at a height of 3.1 m. She throws the ball from an initial height of 2.0 m at an angle 35 degrees above the horizontal. The ball goes straight through the basket. Determine the initial speed of the ball.
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You only need these: \[y=y_0+v_0\sin{\alpha}*t-\frac12 g t^2\] and \[x=v_0\sin{\alpha}*t\] Find t first from second eq, then plug into first eq.
But how do I find time from the second equation when i dont have initial velocity when it's what i'm trying to find
What i mean is to find t in term of v0 :)
Sorry please explain further? x)
\[t=\frac{x}{v_0\cos\alpha}\] plug this t to first eq,
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Ok thanks a lot :)
No problem :)
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