Question

Choose a set of three consecutive, odd integers and check to see if they are the ones described in the problem show the calculations you use to make your decision.

Answer 1

Answer:1. Choose an odd integer as the starting point. Let's say we choose 5 as our first odd integer.

2. Add 2 to the starting number to get the second odd integer. In this case, 5 + 2 = 7.

3. Add 2 again to get the third odd integer. In this case, 7 + 2 = 9.

So, the set of three consecutive odd integers starting from 5 is 5, 7, 9.

To check if this set matches the ones described in the problem, we compare it with the given set. If they are the same, then they match. If not, they do not match.

In this case, we have determined that the set of three consecutive odd integers starting from 5 is 5, 7, 9. Now, we compare this set with the one described in the problem. If they match, we can conclude that the set of three consecutive odd integers is the one described in the problem.

Explanation: