How can you calculate the weight distribution at attachment point #1 if it is 6 feet from the center of gravity with a 10,000 lbs load?

To understand how the weight distribution at attachment point #1 can be calculated when it is located 6 feet from the center of gravity with a 10,000 lbs load, it is essential to recognize the principles of moment and distance.

The key to calculating the load at an attachment point while considering the distance from the center of gravity involves understanding the leverage applied. The formula to find the load distribution at a certain point can often be simplified using ratios of distances. In this scenario, the load at attachment point #1 is influenced by its distance from the center of gravity, which is pivotal in determining the force experienced at that point.

The correct answer demonstrates this by taking the distance of attachment point #1 from the center of gravity (6 feet) and balancing it against a ratio factor (in this case, the total of some similar distances), which is often represented in practical scenarios by using a suitable divisor that relates to the total load.

In this context, dividing the 6 feet by a total distance (in this case represented as 9 as a hypothetical total moment arm) and then multiplying by the total load (10,000 lbs) shows how the load is proportionally affected based on the distance from the center of gravity. The ratio approach