The vertical deflection of a certain beam is given by: v(x) = 0.42493x10x³ -0.13533x108x5-0.66722x10x4 -0.018507x where

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answerhappygod
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The vertical deflection of a certain beam is given by: v(x) = 0.42493x10x³ -0.13533x108x5-0.66722x10x4 -0.018507x where

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The Vertical Deflection Of A Certain Beam Is Given By V X 0 42493x10x 0 13533x108x5 0 66722x10x4 0 018507x Where 1
The Vertical Deflection Of A Certain Beam Is Given By V X 0 42493x10x 0 13533x108x5 0 66722x10x4 0 018507x Where 1 (177.91 KiB) Viewed 36 times
The vertical deflection of a certain beam is given by: v(x) = 0.42493x10x³ -0.13533x108x5-0.66722x10x4 -0.018507x where x is the position along the length of the beam. Hence to find the maximum deflection, we need to find where f (x) 0 and conduct the second derivative test. - da - The equation for the maximum deflection as a function of x is given by: -0.67665x10x4 -0.26689x10x³ +0.12748x10x² -0.018507 - 0 Use the Newton-Raphson method of finding roots of equations to find the position x where the deflection is maximum. Use initial guess of the root as xo = 10.
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