When pushing off of a pool wall, a swimmer exerts a force parallel to the length of her femur, compressing it 3 x 10 m. The bone is equivalent to a uniform cylinder 36.0 cm long and 1.75 cm in radius. Young's modulus for bone is 16 x 10⁹ N/m². (a) Calculate the force exerted (in N). 1710 x Consider the basic definition for Young's modulus. N (b) If her mass is 65.5 kg and water resistance is negligible, what is her acceleration (in m/s2)? Assume her weight is precisely supported by the water. m/s² (e) How fact (in m/c) i going starting from rect?

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Chapter14: Fluid Mechanics
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When pushing off of a pool wall, a swimmer exerts a force parallel to the length of her femur, compressing it 3 × 10−5 m. The bone is equivalent to a uniform cylinder 36.0 cm long and 1.75 cm in
radius. Young's modulus for bone is 16 × 10⁹ N/m².
(a) Calculate the force exerted (in N).
1710
X
Consider the basic definition for Young's modulus. N
(b) If her mass is 65.5 kg and water resistance is negligible, what is her acceleration (in m/s²)? Assume her weight is precisely supported by the water.
m/s²
(c) How fast (in m/s) is she going once she exerts this force through a distance of 20.5 cm, starting from rest?
m/s
Transcribed Image Text:When pushing off of a pool wall, a swimmer exerts a force parallel to the length of her femur, compressing it 3 × 10−5 m. The bone is equivalent to a uniform cylinder 36.0 cm long and 1.75 cm in radius. Young's modulus for bone is 16 × 10⁹ N/m². (a) Calculate the force exerted (in N). 1710 X Consider the basic definition for Young's modulus. N (b) If her mass is 65.5 kg and water resistance is negligible, what is her acceleration (in m/s²)? Assume her weight is precisely supported by the water. m/s² (c) How fast (in m/s) is she going once she exerts this force through a distance of 20.5 cm, starting from rest? m/s
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