Problem 8: The free-body diagram shows the all of the forces acting on an object of mass m = 4.13 kg. The three forces have magnitudes F1 = 12.3 N, F2 = 22.1 N, and F3 = 15.5 N, with directions as indicted in the diagram, where 0 = 27.8 degrees. F2 Part (a) Write an expression for the x-component of the acceleration in terms of the symbols in the problem statement. ax = cos(4) cos(0) 7 8. 9 HOME cos(a)

Physics for Scientists and Engineers: Foundations and Connections
1st Edition
ISBN:9781133939146
Author:Katz, Debora M.
Publisher:Katz, Debora M.
Chapter5: Newton's Laws Of Motion
Section: Chapter Questions
Problem 51PQ: Two objects, m1 = 3.00 kg and m2 = 8.50 kg, are attached by a massless cord passing over a...
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Part (b) Write an expression for the y-component of the acceleration in terms of the symbols in the problem statement.
Part (c) What is the magnitude of the acceleration, in m/s2?
Part (d) What angle, in degrees, does the acceleration make with respect to the positive x-axis?
Transcribed Image Text:Part (b) Write an expression for the y-component of the acceleration in terms of the symbols in the problem statement. Part (c) What is the magnitude of the acceleration, in m/s2? Part (d) What angle, in degrees, does the acceleration make with respect to the positive x-axis?
Problem 8: The free-body diagram shows the all of the forces acting on an object of mass
m = 4.13 kg. The three forces have magnitudes F1 = 12.3 N, F2 = 22.1 N, and F3 = 15.5 N, with
directions as indicted in the diagram, where 0 = 27.8 degrees.
F2
Part (a) Write an expression for the x-component of the acceleration in terms of the symbols in the problem statement.
az =
cos(0)
7
8.
9.
HOME
cos(a)
cos(4)
Transcribed Image Text:Problem 8: The free-body diagram shows the all of the forces acting on an object of mass m = 4.13 kg. The three forces have magnitudes F1 = 12.3 N, F2 = 22.1 N, and F3 = 15.5 N, with directions as indicted in the diagram, where 0 = 27.8 degrees. F2 Part (a) Write an expression for the x-component of the acceleration in terms of the symbols in the problem statement. az = cos(0) 7 8. 9. HOME cos(a) cos(4)
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