c$)(10$ points$)$ Consider solving for the equation of the elastic curve $($i$.$e$.,$ function for

deflected shape$)$ for the beam below by the double integration method. What boundary

conditions and$/$or continuity conditions would you use to find the four constants of

integration? $A$ to $B$ is a continuous beam element $($i$.$e$,C$ is not a hinge$).$

NOTE: you do not need to solve anything, only state the boundary and continuity

conditions. Use the coordinates $x_1$ and $x_2$ to formulate your expressions.$(10$ points$)$ Consider solving for the equation of the elastic curve $($i$.$e$.,$ function for deflected shape$)$ for the beam below by the double integration method. What boundary conditions and$/$or continuity conditions would you use to find the four constants of integration? A to B is a continuous beam element $($i$.$e$,$ C is not a hinge$).$

NOTE: you do not need to solve anything, only state the boundary and continuity conditions. Use the coordinates x$1$ and x$2$ to formulate your expressions.

C

A

a

X$1$

x$2$