Two particles of masses m, and m, separated by a horizontal distance D are let go from the same height h at different times. Particle 1 starts at t = 0, and particle 2 is let go at t = T. Find the vertical position of the center of mass at a time before the first particle strikes the ground. Assume no air resistance. (Enter your answer as a function of time. Assume the +y-axis points straight up with y = 0 at the ground. Use any variable or symbol stated above along with the following as necessary: g.) Ost
Two particles of masses m, and m, separated by a horizontal distance D are let go from the same height h at different times. Particle 1 starts at t = 0, and particle 2 is let go at t = T. Find the vertical position of the center of mass at a time before the first particle strikes the ground. Assume no air resistance. (Enter your answer as a function of time. Assume the +y-axis points straight up with y = 0 at the ground. Use any variable or symbol stated above along with the following as necessary: g.) Ost
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0, and particle 2 is let go at t = T. Find the vertical
position of the center of mass at a time before the first particle strikes the ground. Assume no air resistance. (Enter your answer as a function of time. Assume the +y-axis points straight up with y :
ground. Use any variable or symbol stated above along with the following as necessary: g.)
= 0 at the
0 <t < T
YCM(t) =
t > T"
Transcribed Image Text:Two particles of masses m, and m, separated by a horizontal distance D are let go from the same height h at different times. Particle 1 starts at t =
0, and particle 2 is let go at t = T. Find the vertical
position of the center of mass at a time before the first particle strikes the ground. Assume no air resistance. (Enter your answer as a function of time. Assume the +y-axis points straight up with y :
ground. Use any variable or symbol stated above along with the following as necessary: g.)
= 0 at the
0 <t < T
YCM(t) =
t > T
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