a. Draw the components of forces T1 and T2 along the x and y axes and list the values (ignore signs as your sketches will show the direction of components) in terms of T1, q1, and T2, q2 below: T1x= T1y= T2x= T2y= b. Use equilibrium conditions along x and y directions. It will result in two equations. c. Assuming m = 55 kg, angle 1= 65 degrees and angle 2= 35 degrees solve the above equations for T1and T2.

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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1. The picture shows a gibbon hanging from a tree branch in a tropical
forest. If you know the mass of the gibbon and the angles made by
the hands either with horizontal or vertical direction, you should be
able to calculate force or tension on each hand of the gibbon using
equilibrium conditions after drawing a free body diagram. The sketch
shows a free-body diagram of the gibbon.
a. Draw the components of forces T1 and T2 along the x and y axes
and list the values (ignore signs as your sketches will show the
direction of components) in terms of T1, q1, and T2, q2 below:
T1x=
T1y=
T2x=
T2y=
b. Use equilibrium conditions along x and y directions. It will result in
two equations.
c. Assuming m = 55 kg, angle 1= 65 degrees and angle 2= 35 degrees
solve the above equations for T1and T2.
Transcribed Image Text:1. The picture shows a gibbon hanging from a tree branch in a tropical forest. If you know the mass of the gibbon and the angles made by the hands either with horizontal or vertical direction, you should be able to calculate force or tension on each hand of the gibbon using equilibrium conditions after drawing a free body diagram. The sketch shows a free-body diagram of the gibbon. a. Draw the components of forces T1 and T2 along the x and y axes and list the values (ignore signs as your sketches will show the direction of components) in terms of T1, q1, and T2, q2 below: T1x= T1y= T2x= T2y= b. Use equilibrium conditions along x and y directions. It will result in two equations. c. Assuming m = 55 kg, angle 1= 65 degrees and angle 2= 35 degrees solve the above equations for T1and T2.
+y
T2
+x
mg
Transcribed Image Text:+y T2 +x mg
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