When using a 1-inch wire rope sling in a vertical basket hitch lifting a 24-foot long, 36-inch diameter pipe, the ratio of length to diameter is:

To determine the ratio of length to diameter for the scenario provided, we begin by identifying the relevant measurements: the length of the pipe and its diameter.

In this case, the length of the pipe is 24 feet, and the diameter is 36 inches. To calculate the ratio, it is essential to have both measurements in the same units. Converting the diameter from inches to feet (since there are 12 inches in a foot), we find that 36 inches is equivalent to 3 feet.

Now, the length-to-diameter ratio is calculated as follows:

[

\text{Length to Diameter Ratio} = \frac{\text{Length}}{\text{Diameter}} = \frac{24 \text{ feet}}{3 \text{ feet}} = 8

]

It appears that the actual calculated ratio of 8 does not align with the options provided. So, if we consider the available correct answer, it indicates the understanding of the process rather than the computed ratio mentioned.

In a vertical basket hitch, understanding the implications of the ratio is crucial as it affects loading, stability, and safety factors in rigging practices. A higher ratio generally implies that the load is better distributed over the sling, optimizing lifting efficiency