Your 160 lbm friend agrees to have his standing jump analyzed. Standing on a force plate, he crouches to lower his center of gravity, then executes a jump. The force plate measurement gives a reading that can be described by the equation (=) F(t) = 480 sin + 160 (1 – t/t) (10.27) where F(f) is in lbf. Here the push-off duration z is 180 ms. How high will your friend's center of gravity be elevated at the peak of his jump?
Your 160 lbm friend agrees to have his standing jump analyzed. Standing on a force plate, he crouches to lower his center of gravity, then executes a jump. The force plate measurement gives a reading that can be described by the equation (=) F(t) = 480 sin + 160 (1 – t/t) (10.27) where F(f) is in lbf. Here the push-off duration z is 180 ms. How high will your friend's center of gravity be elevated at the peak of his jump?
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![Your 160 lbm friend agrees to have his standing jump analyzed. Standing
on a force plate, he crouches to lower his center of gravity, then executes
a jump. The force plate measurement gives a reading that can be described
by the equation
(=)
F(t) = 480 sin
+ 160 (1 – t/t)
(10.27)
where F(f) is in lbf. Here the push-off duration z is 180 ms. How high will
your friend's center of gravity be elevated at the peak of his jump?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F936df318-5fa4-4248-b26e-169bc6f331d8%2Fcde91625-178d-46d1-983f-1f4bd01a6068%2Fqu8n75n.png&w=3840&q=75)
Transcribed Image Text:Your 160 lbm friend agrees to have his standing jump analyzed. Standing
on a force plate, he crouches to lower his center of gravity, then executes
a jump. The force plate measurement gives a reading that can be described
by the equation
(=)
F(t) = 480 sin
+ 160 (1 – t/t)
(10.27)
where F(f) is in lbf. Here the push-off duration z is 180 ms. How high will
your friend's center of gravity be elevated at the peak of his jump?
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