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Consider the glven figure.

NOTE: This is a multi$-$part question. Once an answer is submitted, you will be unable to return to this part.

If a uniform load of $2$kip$\frac{s}{f}t$ is applied over the entire length of the beam, compute the reactions at $B,C,$ and $E,$ and moments at $C$ and E$.$

The magnitude of the reaction $B_y$ is $$ kips, and the direction is $($Click to select$)v.$

The magnitude of the reaction $C_y$ is $$ kips, and the direction is $($Click lo select$)v.$

The magnitude of the reaction $E_y$ is $$ kips, and the direction is $($Click to select$)$

The magnitude of the moment $M_C$ is $$ kip. $ft,$ and the direction is $($Click to select$).$

The magnitude of the moment $M_E$ is $$ kip.ft$,$ and the direction is $$