Asked by james
Tow masses are moving down a slope. One mass is traveling twice as fast as the other mass. How does the kinetic energy of one mass compare to the other?
Answers
Answered by
Damon
m1
(1/2) m 1 v^2
m2
(1/2) m2 (2v^2) = (1/2) m2 v^2 * 4
if the masses were the same, then 4 times
(1/2) m 1 v^2
m2
(1/2) m2 (2v^2) = (1/2) m2 v^2 * 4
if the masses were the same, then 4 times
Answered by
That Girl
hes right i think
Answered by
Oh yes
oh yes.
Answered by
ss/ rubber ducky :3
so in conclusion the answer would be the faster object has four times as much kinetic energy as the slower object. (if ur using connexus)
Answered by
Mrs. Blaze
the faster object has the same kinetic energy as the slower object
Answered by
angy
Thank you your the best
Answered by
angy
i am using connexus or snowline
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