The tow truck's front wheels will be lifted off the ground if the moment of the load W about the rear axle exceeds the moment of the 6200-lb weight of the truck. Determine the largest W that may be safely applied.
From the given condition,
where
For Mw, we take the components of W as it is inclined. However, the question lies on what angle is W inclined.
We can solve for
then
The hypotenuse of triangle is computed using Pythagorean theorem
Now, using sine law (or cosine law), we can determine
Then we can identify the components of W
Both Wx and Wy rotate clockwise so both are added. By using the original point where W acts
Solve W
A shorter way to solve is to slide force W to a point 10ft from the rear wheel. By placing the components at this point, Wx will be running through the rear wheel which will make the moment of Wx = 0.
Thus,
Discrepancy is due to rounding of numbers.
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