1. A steel rectangular block, a = 2.4 cm wide and b = 1.2 cm deep, is subjected to an axial tensile load as shown in the figure. Measurements show the block to increase in length by 7.11 x 10^-5 m (initial length L 10 cm) and to decrease in width by 0.533 x 10^-5 m when F = 45 = kN. Calculate the modulus of elasticity for the material. У b I
1. A steel rectangular block, a = 2.4 cm wide and b = 1.2 cm deep, is subjected to an axial tensile load as shown in the figure. Measurements show the block to increase in length by 7.11 x 10^-5 m (initial length L 10 cm) and to decrease in width by 0.533 x 10^-5 m when F = 45 = kN. Calculate the modulus of elasticity for the material. У b I
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![1. A steel rectangular block, a = 2.4 cm wide and b = 1.2 cm deep, is subjected to an axial
tensile load as shown in the figure. Measurements show the block to increase in length by 7.11
x 10^-5 m (initial length L 10 cm) and to decrease in width by 0.533 x 10^-5 m when F = 45
=
kN. Calculate the modulus of elasticity for the material.
У
b
I](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F7884aebb-abc9-4ae2-aee8-88ec2e400645%2Fa43783af-5aa5-4886-b038-666a2cce09a9%2Fc5jag1p_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1. A steel rectangular block, a = 2.4 cm wide and b = 1.2 cm deep, is subjected to an axial
tensile load as shown in the figure. Measurements show the block to increase in length by 7.11
x 10^-5 m (initial length L 10 cm) and to decrease in width by 0.533 x 10^-5 m when F = 45
=
kN. Calculate the modulus of elasticity for the material.
У
b
I
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