Question

The deflection of a beam, y(x), satisfies the differential equation 8 * d 4y dx4   =  w(x)    on  0  ...

The deflection of a beam, y(x), satisfies the differential equation

8 *
d 4y
dx4

  =  w(x)    on  0  <  x  <  1.

Find y(x) in the case where w(x) is equal to the constant value 38, and the beam is embedded on the left (at x  =  0) and simply supported on the right (at x  =  1).

Please Calculate all the constant in equation
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