Question $1(1$ point$)$A very oddly arranged beam is depicted in Figure $1.$ The beam is pinned at points A and E$,$ and has a roller support at point D$.$ An internal pin exists at point C$.$ The beam is subjected to a point load $$F$$ of $0\mathrm{.}5$ kN at point B located mid distance between points A and C$,$ distributed load between points A and C$,$ and a distributed load $$w$$ of $3\mathrm{.}0$ kN$/$m$,$ between points C and E$.$ The distance between points A and C is $$a$$ of $2\mathrm{.}75$ m$.$

Provide the internal bending moment, in kN$/$m$,$ in the beam at point D$.$ Use three significant figures in your answer. Use a sign convention that forces up and to the right are positive and clockwise moments are positive. For internal shear forces and bending moments, use the sign convention as shown in the figure.