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| Nov18-07, 02:34 PM | #1 |
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max Height
A .050-kg ball is shot at a velocity of 12 m/s by an upward-slanting cannon. At its maximun height, the kinetic energy of thew ball is 24J.
a) Tha max. height is? b) the angel of the cannon to the horizontal is? I really dont know where to start on this question. If someone can give me the equation I should used, I can go from there. I am thinking that I have to work backwards using the kinetic energy. |
| Nov18-07, 02:59 PM | #2 |
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ok, this is what i figured out so far
mgh=1/2mv^2 which m can cancel out gives gh-1/2v^2 which can give me h which is h= v^2/2g which I can solve for is 12^2/ 2*9.87m/s = 7.3m is this right? |
| Nov18-07, 03:08 PM | #3 |
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Recognitions:
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If b is the angle in radians of the cannon to the horizontal, then the initial velos ux=12cos b,and uy = 12sin b. The horznt comp ux = vx remains const. At the highest pt, all the kinetic energy is just 0.5*m*vx^2, which gives you vx^2.
From that, you can find uy^2, by considering the initial speed. If initial vert velo is known, you can find the max height, and tan b can be found from uy and ux. I have perhaps given too much of detail. |
| Nov18-07, 03:20 PM | #4 |
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max Height
ok, i found the max height already, and it was 7.3.
So I think you are saying that using that i can find the angle b , using what equation? |
| Nov18-07, 04:00 PM | #5 |
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Ok ,
what about this equation 24J= 12cos(degree) can i set it up like this to find the answer , if so is the answer 66degrees. |
| Nov22-07, 12:01 PM | #6 |
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Recognitions:
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Did you understand what I had said in my earlier post? If not, tell me which portion you didn't understand. I think you should thoroughly revise projectile motion once before attempting problems. |
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