IN PYTHON CODE:

Drawbridges, such as this one at the Tower of London, are raised and lowered by cable systems.

Now consider the drawbridge illustrated below wherein the nearly horizontal brown door is centered along the vertical brick wall,

the door$-$wall angle is $=85$ as measured relative to the black hinge axis, the tension $($magnitude$)$ in each cable is $T=500N$ and

the relevant dimensions are $a=360cm,b=200cm,c=580cm$ and $d=340cm.$

Determine the resultant torque $($magnitude$)|(M_R{)}_{\text{a}\text{x}\text{i}\text{s}}|$ in Nm that the two cables contribute to the moment about the hinge axis.

$|(M_R{)}_{\text{a}\text{x}\text{i}\text{s}}|=$Drawbridges, such as this one at the Tower of London, are raised and lowered by cable systems.

Now consider the drawbridge illustrated below wherein the nearly horizontal brown door is centered along the vertical brick wall,

the door$-$wall angle is $=85$ as measured relative to the black hinge axis, the tension $($magnitude$)$ in each cable is $T=500N$ and

the relevant dimensions are $a=360cm,b=200cm,c=580cm$ and $d=340cm.$

Determine the resultant torque $($magnitude$)|(M_R{)}_{\text{a}\text{x}\text{i}\text{s}}|$ in Nm that the two cables contribute to the moment about the hinge axis.

$|(M_R{)}_{\text{a}\text{x}\text{i}\text{s}}|=$

$N*m$