A simply-supported beam is $y$ metres long and has a concentrated load $P$ in the centre. The deflection at the point $x$ metres from one end is given by $\frac{P x y^{2}}{16 E I}-\frac{P x^{3}}{12 E I}$, where $E$ and $I$ are constants. Factor this expression.

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The Answer of A simply-supported beam is $y$ metres long and has a concentrated load $P$ in the centre. The deflection at the point $x$ metres from one end is given by $\frac{P x y^{2}}{16 E I}-\frac{P x^{3}}{12 E I}$, where $E$ and $I$ are constants. Factor this expression.

A Simply-Supported Beam Is yyy Metres Long and Has a Concentrated Load

A Simply-Supported Beam Is $y$ Metres Long and Has a Concentrated Load