Asked by Dan
Find the speed, v, of a pendulum at the bottom of its swing (B), given that it has mass m and initial height at A is h (the difference in height from B to A). Your answer will be in terms of g as well.
Included is a drawing of a pendulum at its maximum height (A), and at its minimum height (the middle) (B), and once again at its maximum height, on the other side (C).
PLEASE HELPPP:(
Included is a drawing of a pendulum at its maximum height (A), and at its minimum height (the middle) (B), and once again at its maximum height, on the other side (C).
PLEASE HELPPP:(
Answers
Answered by
Damon
potential energy at top (stopped) = kinetic energy at bottom
m g h = (1/2) m v^2
v = sqrt (2 g h)
m g h = (1/2) m v^2
v = sqrt (2 g h)
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