Two bodies in contact through the arms of the woman (70 cm) and the man (90 cm) perform the binding with their hands, with an average length of 12 cm and forming an angle of a = 45°, resisting the weight of the woman (60 kg) with an inclination angle of 0 = 30°. (a) Determine R on the elbow located at half the length of the arm. (b) If E₁ = 1010 Pa for a cross-sectional area of S₁ = 78.5 cm², and for the man E2 = 10¹² Pa for a cross-sectional area of S₂ = 113.1 cm², determine the percentage of deformation suffered by the man's forearm. W1 E S a Ez Sa R

University Physics Volume 1
18th Edition
ISBN:9781938168277
Author:William Moebs, Samuel J. Ling, Jeff Sanny
Publisher:William Moebs, Samuel J. Ling, Jeff Sanny
Chapter12: Static Equilibrium And Elasticity
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Problem 16CQ: Review the relationship between stress and strain. Can you find any similarities between the two...
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Two bodies in contact through the arms of the woman (70 cm) and the man
(90 cm) perform the binding with their hands, with an average length of 12 cm
and forming an angle of a = 45°, resisting the weight of the woman (60 kg)
with an inclination angle of 0 = 30°.
(a) Determine R on the elbow located at half the length of the arm.
(b) If E₁ = 1010 Pa for a cross-sectional area of S₁ = 78.5 cm², and for the
man E2 = 10¹² Pa for a cross-sectional area of S₂ = 113.1 cm², determine
the percentage of deformation suffered by the man's forearm.
W1
E
S
a
Ez
Sa
R
Transcribed Image Text:Two bodies in contact through the arms of the woman (70 cm) and the man (90 cm) perform the binding with their hands, with an average length of 12 cm and forming an angle of a = 45°, resisting the weight of the woman (60 kg) with an inclination angle of 0 = 30°. (a) Determine R on the elbow located at half the length of the arm. (b) If E₁ = 1010 Pa for a cross-sectional area of S₁ = 78.5 cm², and for the man E2 = 10¹² Pa for a cross-sectional area of S₂ = 113.1 cm², determine the percentage of deformation suffered by the man's forearm. W1 E S a Ez Sa R
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