The pedestal is made in a shape that has a radius defined by the function where y is in
Chapter 4, Problem 4-28(choose chapter or problem)
The pedestal is made in a shape that has a radius defined by the function \(r=2 /\left(2+y^{1 / 2}\right)\) ft, where y is in feet. If the modulus of elasticity for the material is \(E=14\left(10^{3}\right)\), determine the displacement of its top when it supports the 500-lb load.
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