$(3$ points$)$ VandM functions SS D C $01$

Loads of $F=18\mathrm{.}1kN$ and $w=11\mathrm{.}3k\frac{N}{m}$ are applied to the beam shown.

The dimensions on the figure are $a=5m,b=1\mathrm{.}2m,$ and $c=1\mathrm{.}1m.$

Develop expressions that describe the shearing forces and bending moments in the beam as functions of $x.$

Reactions:

$R_A=$

$R_D=$

include units with your answers for reactions

Functions:

Interval $V(x)=M(x)=V(x)=M(x)=k{N}^{***}mV(x)=M(x)=6\mathrm{.}2m$ :

$V(x)=kN$ and $M(x)=kN*m$

omit units from the expressions you develop$5m$ :

$V(x)=kN$ and $M(x)=k{N}^{***}m$

Interval $6\mathrm{.}2m$ :

$V(x)=kN$ and $M(x)=kN*m$

omit units from the expressions you develop$0$ :

$V(x)=kN$ and $M(x)=kN*m$

Interval $5m$ :

$V(x)=kN$ and $M(x)=k{N}^{***}m$

Interval $6\mathrm{.}2m$ :

$V(x)=kN$ and $M(x)=kN*m$

omit units from the expressions you develop