Asked by Tammy
A 1 kg mass moving to the right at a speed of 10m/s collides head-on in a perfectly inelastic collision with a stationary 2kg mass. How much KE is lost during the collision?
First I found V_f to be 3.3m/s
then I found KE_i=1/2m_1v_1i^2 +1/2 m2V_2i^2
=1/2(1)(10)^2 +1/2(2)(0)^2
=50J
then KE_f=
=1/2(1)(3.3)^2 +1/2(2)(3.3)^2
=16.335J
then change in KE =16.335-50
=-33.665 J
is this correct? And is the answer negative because this is how much KE was lost?
First I found V_f to be 3.3m/s
then I found KE_i=1/2m_1v_1i^2 +1/2 m2V_2i^2
=1/2(1)(10)^2 +1/2(2)(0)^2
=50J
then KE_f=
=1/2(1)(3.3)^2 +1/2(2)(3.3)^2
=16.335J
then change in KE =16.335-50
=-33.665 J
is this correct? And is the answer negative because this is how much KE was lost?
Answers
Answered by
bobpursley
If they stuck together, it is correct. Perfectly inelastic is without meaning, inelastic would have been enough, however, it should have stated the masses were stuck.
KE lost is 33.7J. I would say KE lost is 33.7J, and forget the negative sign.
KE lost is 33.7J. I would say KE lost is 33.7J, and forget the negative sign.
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