sexyjhe Posted January 29, 2011 Share Posted January 29, 2011 =-can anybody here help me?? my teacher ask me about this: HAVING THE SAME VELOCITY, AND FROM THE SAME HEIGHT. WHAT WOULD HIT FIRST ? A FREE FALL BODY? OR A PROJECTILE BODY? I told my teacher that at (zero degree angle) both body will fall at the same time. he ask me what if not zero angle?? so i told him.. free fall will hit first. but i saw a unconvincing reaction from his face. therefore he wasn't convince with my answer.. any body help me convince my teacher if i am ryt. or if i am wrong... show some proof?? please... Link to comment Share on other sites More sharing options...
mississippichem Posted January 29, 2011 Share Posted January 29, 2011 (edited) Remember that the motion of an body can be separated into its vector components. Namely x, and y components; and its often convenient to set the y-axis normal [perpendicular] to the ground since gravity pulls in that direction. So your object with [math]\theta=0[/math] has an x-velocity component of 0. Your object released at [math] |\theta|>0[/math] has some velocity in the x-direction, but is there anything different about it's y-component when compared to the other body? Think carefully. Edited January 29, 2011 by mississippichem Link to comment Share on other sites More sharing options...
Mr Skeptic Posted January 29, 2011 Share Posted January 29, 2011 If you drop a bullet on your foot and shoot your foot from the same height, which lands first? Link to comment Share on other sites More sharing options...
ewmon Posted January 29, 2011 Share Posted January 29, 2011 IMO, by your descriptions, a "free fall" body has zero initial velocity, a "projectile body" has a non-zero initial velocity, and "zero degree [launch] angle" sounds like any initial velocity would be horizontal. A positive launch angle would initially loft the projectile body a bit upward. A negative launch angle would give a projectile body a "head start" on the free-fall body. Have I understood the problem correctly? Link to comment Share on other sites More sharing options...
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