Question

How much tension is exerted in each strand if the bag is supported by 3 vertical strands? Answer in units of N.

Answer 1

To find the tension in each strand when a bag is supported by 3 vertical strands, divide the total weight of the bag by 3. If the bag weighs 90 N, the tension in each strand would be 30 N.

Step-by-step explanation:

To determine the tension exerted in each strand when a bag is supported by 3 vertical strands, we assume the weight of the bag is evenly distributed across all three strands.

To find the tension in each strand, we would divide the total weight of the bag by the number of strands.

For example, if the bag weighs 90 N, then each strand would support one-third of the total weight because the tension is evenly distributed.

Therefore, the tension in each strand would be:

Tension per strand (T) = Total weight / Number of strands

T = 90 N / 3

T = 30 N

So, each strand would have a tension of 30 N.

Answer 2

To find the tension in each of three vertical strands supporting a bag, divide the total weight of the bag by three. Each strand shares the load equally, so the tension is equal in all strands.

Step-by-step explanation:

The question is asking about the tension in each strand when a bag is supported by three vertical strands. To find the tension in each strand, we need to assume that the weight of the bag is evenly distributed among the three strands. If we know the total weight of the bag (in newtons, N), then we divide this weight by three to find the tension in each strand, since there are three strands sharing the load equally.

For example, if a bag weighs 90 N, the tension in each strand would be 90 N ÷ 3, which equals 30 N.

Therefore, each strand would have a tension of 30 N.