Calculate the force exerted on the handle of a wheelbarrow

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SUMMARY

The discussion focuses on calculating the force exerted on the handle of a wheelbarrow filled with gravel weighing 240N, positioned on an 18-degree incline. The participant attempts to solve the problem using static equilibrium principles, specifically applying the moment equation. The equation presented involves calculating moments around point C, incorporating gravitational forces and angles. The participant seeks guidance on the next steps after establishing the moment equation.

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Homework Statement



The total weight of a wheel barrow filled with gravel=240N
Wheelbarrow held on an 18 degree incline
Other dimensions are given as in the figure provided.

Homework Equations


Assuming that the wheelbarrow is at static equilibrium,

The Attempt at a Solution



my attempt of part(a) was to have the total moment=0
where F represents the uplifting force

Mc=(\overline{CB})(F)-(rxFy)(ryFx)

= \sqrt{1.01^2+0.8^2}(0.2*240cos15)+(0.58*240sin18)

=0
but I don't know what to do next...
 

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Try to calculate:
\sum x=0
\sum y=0
\sum M=0
I sketched some forces on your picture. I would calculate moment around C.
 

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