Question

The two angled ropes used to support the crate in (Figure 1) can withstand a maximum tension of 1800 N before they break. What is the maximum tension each rope can withstand?

a. 900 N
b. 1200 N
c. 1800 N
d. 3600 N

Answer 1

The maximum tension that each of the two angled ropes can withstand before breaking is 1800 N, not 3600 N.

Step-by-step explanation:

In the context of tension in angled ropes supporting a crate, it's crucial to recognize that the maximum tension for each rope is not additive. While two ropes may collectively support a load, their individual capacities remain independent. If the stated maximum tension for each rope is 1800 N, this means that each rope can withstand this force in isolation. Consequently, the combined tension exerted by two such ropes does not equate to 3600 N, as their limits are considered separately.

This distinction is essential for accurate analysis of load-bearing scenarios, emphasizing that the breaking point for each rope is determined by its own maximum tension capacity, providing a nuanced perspective on the forces involved in the system.