A desperate hiker has to think fast to help his friend who has fallen below him. Quickly, he ties m. a rope to a rock of mass m, and makes his way over the ledge (see the figure). If the coefficient of maximum static friction between the rock and the ground is u, and the mass of the hiker is mp, what is the maximum mass of the friend, mf, that the rock can hold so the hikers can then make their way up over the ledge? Assume the rope is parallel to the ground and the point where the rope passes over the ledge is frictionless. mf =

University Physics Volume 1
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ISBN:9781938168277
Author:William Moebs, Samuel J. Ling, Jeff Sanny
Publisher:William Moebs, Samuel J. Ling, Jeff Sanny
Chapter6: Applications Of Newton's Laws
Section: Chapter Questions
Problem 133CP: A skydiver is at an altitude of 1520 m. After 10.0 seconds of free fall, he opens his parachute and...
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stion 9 of 9
<>
A desperate hiker has to think fast to help his
friend who has fallen below him. Quickly, he ties
m
a rope to a rock of mass m, and makes his way
over the ledge (see the figure).
If the coefficient of maximum static friction
between the rock and the ground is u, and the
mass of the hiker is mn, what is the maximum
mass of the friend, mf, that the rock can hold so
the hikers can then make their way up over the
ledge? Assume the rope is parallel to the ground
and the point where the rope passes over the ledge
is frictionless.
m.
mf =
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Transcribed Image Text:Résources Lx Give Up? O Hint Check Answer stion 9 of 9 <> A desperate hiker has to think fast to help his friend who has fallen below him. Quickly, he ties m a rope to a rock of mass m, and makes his way over the ledge (see the figure). If the coefficient of maximum static friction between the rock and the ground is u, and the mass of the hiker is mn, what is the maximum mass of the friend, mf, that the rock can hold so the hikers can then make their way up over the ledge? Assume the rope is parallel to the ground and the point where the rope passes over the ledge is frictionless. m. mf = contact us help terms of use about us| privacy policy careers
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