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starlight1834
Mar29-04, 08:43 AM
I'm trying to find max height of a projectile and I only know the angle of projection and the time it is in the air. No clue where to start working this problem...don't I need initial velocity to start?

himanshu121
Mar29-04, 09:03 AM
Welcome to PF. Here we will provide u with clues/hints if u show ur try.

At max height there will be no component of velocity in y direction so Vy=0
Eqn of trajectory:
y=xtan(\theta) - \frac{gx^2}{2V_0^2 cos^2(\theta )}

Diff above to get y_max
Or

y=v_0 sin(\theta) t- 0.5 gt^2
for y_{max} : t= \frac{v_0 sin\theta }{g} = 0.5 T

Where T is the time in Air
u wont need initial velocity
T= 2v_0 sin\theta * g^{-1}
so basically u know initial velocity as well

starlight1834
Mar29-04, 10:10 AM
I still don't see how I don't need the initial velocity. I can plug everything else into the equation. I'm using the equation y=v*sin(angle)*t +.5*g*t
Is this the right equation? If so, why don't I need the velocity, and how do I get around it?

starlight1834
Mar29-04, 11:04 AM
I used the equations and found the initial velocity, and it was negative, so then when I put everything back into the y-max equation I got a negative number for the y-max. I don't think that's right, where did I go wrong? Please help ASAP b/c I have class in 45 min!

himanshu121
Mar29-04, 12:24 PM
I still don't see how I don't need the initial velocity. I can plug everything else into the equation. I'm using the equation y=v*sin(angle)*t +.5*g*t
Is this the right equation? If so, why don't I need the velocity, and how do I get around it?
there should be -g coz velocity is in opposite direction