Problem $3$: In the Mohr's circle represants the state

of stress show below. Represat also the state

of stress on an element oriented $20$ counterelockwise

from $x-$axis. Gruphically determinic $O^{\text{'}}{x}^{\text{'}},O_y,{}_{x^{\text{'}}{y}^{\text{'}}}$

after the transformation.

In the Mohr's circle also represest the prinupal

nurmal stresses, the moximum in$-$plane sheor

stress, and their respective orrestations ${}_{p_1},$

${}_{p_2},{}_{s_1},$ and ${}_{s_2}.$

Use different circles to do the repressentotuons.