Problem #$9$: The deflection of a beam, $y(x),$ satisfies the differential equation

$y(x)w(x)x=0x=1xy=17\frac{d^{4}y}{d{x}^4}=w(x),on0$

Find $y(x)in$ the case where $w(x)is$ equal $to$ the constant value $9,$ and the beam $is$ embedded $on$ the left $(atx=0)$

and simply supported $on$ the right $(atx=1).$

Problem #$9$:

Enter your answer $as$ a symbolic

function $ofx,asin$ these

examples

$Do$ not include $\text{'}y=\text{'}in$ your answer.

Submit Problem #$9$ for Grading