Please show the complete solution Determine the value of Els at point $A$ of the overhanging beam ABC.

Use Double Integration Method.

$2.$ The overhanging beam ABCD carries the uniformly distributed load of intensity $200l\frac{b}{f}t$ over the segments $AB$ and $CD.$ Find the value of EIS at point B$.$ Apply Macaulay Bracket Function.

$3.$ For the given indeterminate beam.

Determine the reactions at the support.

Draw the shear and bending moment diagrams for the beams shown

Apply Macaulay Bracket Function