Posted: 9/20/2005 2:10:37 PM EDT
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Two planes each drop a bomb. At the moment of release each plane has the same speed of 131 m/s, and each bomb is at the same height of 2.00 km above the ground. Although the speeds are the same, the velocities are different at the instant of release, because one plane is flying at an angle of 15.0° above the horizontal and the other is flying at an angle of 15.0° below the horizontal. What is the velocity and angle at which the bombs land on the insurgents below? |
So, basically, you want us to do your homework for you, is that it? |
I think so. |
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First bomb lands at an angle of 13 degrees 23 minutes 12 seconds at a velocity of 134 meters/sec Second bomb will land at 16 degrees 32 minutes 15 seconds with the same velocity. Assuming both are painted olive drab and the planes have proper tire inflation. We were doing this stuff in the third grade... |
I have already got the correct answer to this problem, thank you very much... No one has the correct answer yet. terminal velocity is not used in this problem. |
Very Good!!!! No, here is a hint, the bombs will have the same speed and angle....and they will do a lot of damage. |
If you disregard wind resistance, then velocity will continue to increase until impact |
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v = dx/dy A (Acceleration is the level that gravity and friction act upon as a multiplier) A having a vertical and horizontal component, being acted upon by gravity at around 9.8m/s2 for each projectile being released at +/- 15 degree increments. One will arc, the other will dive. Its a fundamental time & distance equation, for which I have drunk too much wine at this time to contemplate. Forward velocity will be equal in the absence of friction, being the forward derivative of acceleration. Impact acceleration will be different. |
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atomicferret, I have the answers. If you post yours, I will confirm whether your answers are correct. I suspect you have the correct answers because (I will confirm for you) the bombs do impact with the same speed and angle. Extra credit - if the point of release and the headings at time of release are the same for the two planes, how far apart do the bombs land? |
v=dx/dt |
Yeah, I was laying in bed last night going over the day and I realized i didnt account for altitutde gained by the plane/bomb at the positive 15. Honest error, HANG ME!. |