If the Sling Length (L) is 82 inches and the Sling Height (H) is 45 inches, what is the load angle factor?

To determine the load angle factor, you can use the formula that incorporates both the sling length and the sling height. The load angle factor is calculated using the following equation:

[ \text{Load Angle Factor} = \frac{L}{H}

]

Here, L is the sling length, and H is the sling height. Given the values for L as 82 inches and H as 45 inches, the calculation would be:

[ \text{Load Angle Factor} = \frac{82}{45} \approx 1.82 ]

This ratio indicates how the angle of the sling affects the load's effective weight as it changes the distribution of forces during lifting. At a load angle factor of 1.82, this means that the angle created by the sling with respect to the horizontal is such that it significantly influences the load-carrying dynamics. A higher load angle factor generally means that the sling is under greater tension, which must be taken into account when rigging and calculating the safe lifting capacity.

Hence, the correct answer is indeed 1.82, as it accurately reflects the calculated load angle based on the provided dimensions.