The figure below shows a human arm that weighs 43.40 N. The arm is extended outward and is motionless. The gravitational force F, on the arm acts at point A, a distance of 0.2900 m from the shoulder joint, which is represented by point O. The shoulder pushes down and to the right on the humerus bone of the arm with a force F, at point O, at an angle e as shown. The deltoid muscle pulls back on the arm toward the shoulder with tension force F. This tension force acts at a point 0.08000 m to the right of point o, and it is directed up and to the left, at a 12.00° angle with respect to the horizontal.

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Chapter1: Units, Trigonometry. And Vectors
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The figure below shows a human arm that weighs 43.40 N. The arm is extended outward and is motionless. The gravitational force F, on the arm acts at point A, a distance of 0.2900 m from the
shoulder joint, which is represented by point O. The shoulder pushes down and to the right on the humerus bone of the arm with a force F, at point 0, at an angle 0 as shown. The deltoid muscle pulls
back on the arm toward the shoulder with a tension force F,. This tension force acts at a point 0.08000 m to the right of point O, and it is directed up and to the left, at a 12.00° angle with respect to
the horizontal.
F,
J12°
F,
0.080 m
-0.290 m
Find the magnitudes (in N) of the forces F, and F.. (Enter your answers to the nearest tenth of a Newton. Due to the nature of this problem, do not use rounded intermediate values in your
calculations-including answers submitted in WebAssign.)
Ft
F
Transcribed Image Text:The figure below shows a human arm that weighs 43.40 N. The arm is extended outward and is motionless. The gravitational force F, on the arm acts at point A, a distance of 0.2900 m from the shoulder joint, which is represented by point O. The shoulder pushes down and to the right on the humerus bone of the arm with a force F, at point 0, at an angle 0 as shown. The deltoid muscle pulls back on the arm toward the shoulder with a tension force F,. This tension force acts at a point 0.08000 m to the right of point O, and it is directed up and to the left, at a 12.00° angle with respect to the horizontal. F, J12° F, 0.080 m -0.290 m Find the magnitudes (in N) of the forces F, and F.. (Enter your answers to the nearest tenth of a Newton. Due to the nature of this problem, do not use rounded intermediate values in your calculations-including answers submitted in WebAssign.) Ft F
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