A double incline is setup with two ramps as shown. The left block has a 3) mass m1, and the right block has a mass m2. The left ramp is rough with kinetic friction coefficient uy and an angle 0,. The ramp on the right is frictionless with an angle 02. The pulley is massless and frictionless. Assume the system starts accelerating to the right on initial release. a) in the Space below draw a set of free body diagrams (or a single one if taking that method which is fine) to fully describe all forces in this problem. b) Find an equation for the acceleration of the system.

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Chapter5: Newton's Law Of Motion
Section: Chapter Questions
Problem 32P: Suppose two children push horizontally, but in exactly opposite directions, on a third child in a...
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6.00kg, 01
= 30.0 °, 02 = 20.0°, andµ = 0.210 what is the vector
c) If the values are m1 = 2.00kg,m2
acceleration? Be sure to show your substation into your equations.
Transcribed Image Text:6.00kg, 01 = 30.0 °, 02 = 20.0°, andµ = 0.210 what is the vector c) If the values are m1 = 2.00kg,m2 acceleration? Be sure to show your substation into your equations.
e1 A double incline is setup with two ramps as shown. The left block has a
mass m1, and the right block has a mass m2. The left ramp is rough
with kinetic friction coefficient uy and an angle 01. The ramp on the
right is frictionless with an angle 02. The pulley is massless and
frictionless. Assume the system starts accelerating to the right on initial
release.
a) In the Space below draw a set of free body diagrams (or a single one if taking that method which is fine) to fully
describe all forces in this problem.
b) Find an equation for the acceleration of the system.
Transcribed Image Text:e1 A double incline is setup with two ramps as shown. The left block has a mass m1, and the right block has a mass m2. The left ramp is rough with kinetic friction coefficient uy and an angle 01. The ramp on the right is frictionless with an angle 02. The pulley is massless and frictionless. Assume the system starts accelerating to the right on initial release. a) In the Space below draw a set of free body diagrams (or a single one if taking that method which is fine) to fully describe all forces in this problem. b) Find an equation for the acceleration of the system.
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