A block is resting on a ramp as shown in the figure below. You can change the inclination angle by raising one end of the ramp. The block has the block, the coefficient of static friction is us = 0.4, and the coefficient of kinetic friction is u = 0.28. mass m, = 6.5 kg. At the interface between the ramp and Slip Angle If you raise the end of the ramp very slowly so that you can assume d = 0 for the block, at what angle will it slip? Note that you can enter your answer in either radians or degrees, as long as you include the correct units: "rad" or "deg" (without the quotes). Click here for a hint Oslip 21.8 deg Acceleration If it slips at that angle, what will the magnitude of its acceleration be as it slides down the ramp? Click here for a hint

Glencoe Physics: Principles and Problems, Student Edition
1st Edition
ISBN:9780078807213
Author:Paul W. Zitzewitz
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Chapter5: Displacement And Force In Two Dimensions
Section: Chapter Questions
Problem 82A
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A block is resting on a ramp as shown in the figure below. You can change the inclination angle θ by raising one end of the ramp. The block has a mass 6.5 kg. At the interface between the ramp and the block, the coefficient of static friction is 0.4, and the coefficient of kinetic friction is .28. 

I managed to find the slip angle but I cant figure out where to go from there. Can someone help me understand how to solve this problem?

A block is resting on a ramp as shown in the figure below. You can change the inclination angle 0 by raising one end of the ramp. The block has a mass mh = 6.5 kg. At the interface between the ramp and
the block, the coefficient of static friction is us = 0.4, and the coefficient of kinetic friction is uk= 0.28.
Slip Angle
If you raise the end of the ramp very slowly so that you can assume d = Ở for the block, at what angle will it slip? Note that you can enter your answer in either radians or degrees, as long as you
include the correct units: "rad" or "deg" (without the quotes).
Click here for a hint
Oslip = 21.8 deg
Acceleration
If it slips at that angle, what will the magnitude of its acceleration be
it slides down the ramp?
Click here for a hint
a =
Transcribed Image Text:A block is resting on a ramp as shown in the figure below. You can change the inclination angle 0 by raising one end of the ramp. The block has a mass mh = 6.5 kg. At the interface between the ramp and the block, the coefficient of static friction is us = 0.4, and the coefficient of kinetic friction is uk= 0.28. Slip Angle If you raise the end of the ramp very slowly so that you can assume d = Ở for the block, at what angle will it slip? Note that you can enter your answer in either radians or degrees, as long as you include the correct units: "rad" or "deg" (without the quotes). Click here for a hint Oslip = 21.8 deg Acceleration If it slips at that angle, what will the magnitude of its acceleration be it slides down the ramp? Click here for a hint a =
Transit Time
How long does it take from the time it slips to travel
distance d = 0.95 m down the ramp?
Click here for a hint
t =
Static Friction Force Revisited
Now let's go back and consider the static situation again. Let the angle 0 be the angle you calculated in the first part of this problem, 0slin. To keep the block from slipping, you apply a horizontal
(parallel to the surface of Earth) force directed to the right on the block. Your horizontal force Fyh has a magnitude of 45 N. Calculate the magnitude and direction of the force due to static friction for
this new situation, assuming that the block does not slip. Enter a magnitude for this part, but consider what the sign of your answer tells you about the direction of the force.
Click here for a hint
fsrb =
Direction of f srb
What is the direction of the static friction force you just calculated? ?
Transcribed Image Text:Transit Time How long does it take from the time it slips to travel distance d = 0.95 m down the ramp? Click here for a hint t = Static Friction Force Revisited Now let's go back and consider the static situation again. Let the angle 0 be the angle you calculated in the first part of this problem, 0slin. To keep the block from slipping, you apply a horizontal (parallel to the surface of Earth) force directed to the right on the block. Your horizontal force Fyh has a magnitude of 45 N. Calculate the magnitude and direction of the force due to static friction for this new situation, assuming that the block does not slip. Enter a magnitude for this part, but consider what the sign of your answer tells you about the direction of the force. Click here for a hint fsrb = Direction of f srb What is the direction of the static friction force you just calculated? ?
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