Consider the T$-$shaped bracket shown above. Your task is to compute all the values of $$ for which

this structure is in static equilibrium, as $$ is allowed to vary in the range of $02.$ Note that $$

is measured such that when $=0,$ the $300$ N force points vertically downwards.

You can solve this problem entirely by hand calculations. Or else you can use MATLAB. Your choice.

This problem is entirely about what we learnt way back in Statics, and is not related to the subject of

finite element methods. Yet it appears here in a homework assignment because I want you to review

and keep on top of prior knowledge.

Consider the T$-$shaped bracket shown above. Your task is to compute all the values of $$ for which

this structure is in static equilibrium, as $$ is allowed to vary in the range of $02.$ Note that $$

is measured such that when $=0,$ the $300$ N force points vertically downwards.

You can solve this problem entirely by hand calculations. Or else you can use MATLAB. Your choice.

ive already seen this posted but looked like when they plug in eq for Ay$,$ they forget the negative in front