$a=0\mathrm{.}24m,M_1=6Nm,q_1=180\frac{N}{m},F_1=200N,$

$r=1\mathrm{.}2({10}^{-2})m,l={}^{**}\frac{r^4}{4},El=69({10}^9{)}^{**}I$

Solve for unknowns. Plot $M(x)$ and $w(x).$ Find

maximums and the locations of the maximums.

$-V=F_{Ay}^0-q_1^1+q_1^1+F_{By}^0+F_1^0$

$F_{Ay}-aq{q}_1+F_{By}+F_1+F_{Cy}=0$

$-M_A+M_1-(2\mathrm{.}5a)a{q}_1+5a{F}_{By}+6a{F}_1+7a{F}_{By}=0$

Boundary conditions: $w=0$ and $d\frac{w}{d}x=0$ at $x=0.w=0$ at $x=5a.w=0$ at $x=7a.$

Unknown: $F_{Ay},M_A,F_{By},F_{Cy},$ Hyperstatic

Solve for unknowns. Plot $M(x)$ and $w(x).$ Find maximums and the locations of the

maximums.