A soccer player bumps the ball with her head. She is standing so that her head is 5 feet above the ground when she bumps it and the ball goes straight up with an initial velocity of 12ft/s. at what point in time is the ball the highest in the air? Vertical motion formula: -16t+vt+s (where v is initial velocity and s is initial height.
Help
isn't your equation meant to be \(s= -16^2+v_ot+s_o\)?
No
ahemm, the vertical motion formulat is \(s= -16^2+v_ot+s_o\), thus
Well maybe that's another way of writing it but in my class we do it this way
right, are you doing parabolas?
cuz that's what that would be using the vertical motion formula
@Meggie1999 You have -16t+vt+s I think you are missing the exponent in the -16t term. I think it should be -16t^2 + vt + s
anyhow, check the picture, that'd be the 'vertical motion formula', using the values provided, is a parabola function, and thus your HIGHEST point, will be where the VERTEX is at, you just need to use that standard form in the picture :)
the "a" value will be negative, since the parabola is going downward
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