$($hint$-$two region indeterminate$)$

Please draw a free body diagram and write down the summation of forces in the y$-$direction and summation of moments about a point $($any point you want to pick that is convenient$),$ write down the support boundary conditions of the beam, and the matching boundary conditions, determine the moment equation as a function of x for each segment of the beam, integrate EIv$=$ M for each segment to first determine EIv$$ and then EIv $($where v$$ is the slope equation and v is the deflection equation$)$ while accounting for the necessary constants of integration, apply the support BC$$s and, if appropriate, any apply any matching BC$$s and finally list the number of unknowns in your equations and label the equations from part h $($and any statics equations$)$ that would need to be used to find the support reactions and constants of integration