Consider the frame and loading shown in the adjoining figure. The temperature acts on the full length of members BC and CD$.$ Use the dimensions and applied actions in the tables below.Consider the frame and loading shown in the adjoining figure. The temerature acts on the full length of members BC and CD

Use the dimensions and applied actions in the tables below.

For the combined actions of distributed load and change in temperature, determine the following:

Horizontal reaction at $A$

Maximum moment in $AB$

For the change in temperature only:

Uniform strain component ${}_T$ in BCD

Curvature ${}_T$ in member $BCD$

For the combined actions of distributed load and change in temperature

Vertical displacement ${}_E$ at point $E$

Relative rotation rel ${}_c$ at point $C($Specify the direction of rotation of member CD relative to $CB)$

Enter your answers in the space provided.

Dimensions and section properties:

Applied actions: