The femur bone in a human leg has a minimum effective cross section of 2.85 cm² and an ultimate strength of 1.70 × 108 N/m². How much compressive force Fmax can the femur withstand before breaking? Fmax = N

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Chapter14: Static Equilibrium, Elasticity, And Fracture
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The femur bone in a human leg has a minimum effective cross section of 2.85 cm² and an ultimate strength of 1.70 × 108 N/m².
How much compressive force Fmax can the femur withstand
before breaking?
Fmax =
N
Transcribed Image Text:The femur bone in a human leg has a minimum effective cross section of 2.85 cm² and an ultimate strength of 1.70 × 108 N/m². How much compressive force Fmax can the femur withstand before breaking? Fmax = N
The anterior cruciate ligament in a woman's knee is 2.5 cm long and has a cross-sectional area of 0.53 cm². Assume that the
Young's modulus of the ligament is 1.0 × 108 N/m².
If a force of 2500 N is applied longitudinally, by how much
AL will the ligament stretch?
AL=
cm
Transcribed Image Text:The anterior cruciate ligament in a woman's knee is 2.5 cm long and has a cross-sectional area of 0.53 cm². Assume that the Young's modulus of the ligament is 1.0 × 108 N/m². If a force of 2500 N is applied longitudinally, by how much AL will the ligament stretch? AL= cm
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