A single force P acts at C in a direction perpendicular to the handle BC of the crank shown. Knowing that L$1=100$mm$,$ L$2=170$mm$,$ L$3=250$mm$,$ My $=-20$ N $$ m and Mz $=-43$ N $$ m$,$ determine the moment Mx of P about the x$-$axis when $\backslash$theta $=60\backslash$deg $,$ A single force $P$ acts at $C$ in a direction perpendicular to the handle $BC$ of the crank shown. Knowing that $L1=100mm,L2=170mm,L3=250mm,M_y=-20N*m$ and $M_z=-43N*m,$ determine the moment $M_x$ of P about the x $-$axis when $=60,$

the moment $M_x$ of $P$ about the $x-$axis, $($N$.$m$,3$ sigfig$)=$

$1)$ the moment Mx of P about the x$-$axis, $($N$.$m$,3$sigfig$)=$