Two bars are used to support a load. When unloaded,

$AB$ is $5$ in$.$ long, $AC$ is $8$ in $.$ long, and the ring at A has

coordinates $(0,0).$ If a load $P$ acts on the ring at $A,$ the normal

strain in $AB$ becomes $lo{n}_{AB}=0\mathrm{.}02$ in$./$in$.,$ and the normal

strain in $AC$ becomes $lo{n}_{AC}=0\mathrm{.}035$ in$./$in$.$ Determine the

coordinate position of the ring due to the load.