susie has designed an exercise program for herself. one part requires her to walk between 25 and 30 miles each week. she plans to walk the same distance each day five days a week. what is the range of miles that she should walk each day? write and solve a compound inequality that represents thisa situation.

The range Susie wants to walk is from 25 to 30 miles in 5 days.

So she should walk 25/5 = 5 miles ro 30/5 = 6 miles. So the range is 1 mile (5 to 6).

thankyou, how would i express this as a compound inequality?

I don't know. Sorry

To find the range of miles that Susie should walk each day, we need to divide the total distance she wants to walk in a week (between 25 and 30 miles) by the number of days she plans to walk (5 days).

Let's denote the range of miles Susie should walk each day as "x":

25 ≤ x ≤ 30

This compound inequality represents that the number of miles walked each day should be greater than or equal to 25 miles and less than or equal to 30 miles.

To solve this compound inequality, we can consider each individual inequality separately.

For the lower bound:

x ≥ 25

This inequality represents that the number of miles walked each day should be greater than or equal to 25 miles.

For the upper bound:

x ≤ 30

This inequality represents that the number of miles walked each day should be less than or equal to 30 miles.

Therefore, the compound inequality that represents Susie's situation is:

25 ≤ x ≤ 30

So the range of miles Susie should walk each day is between 25 and 30 miles, inclusive.