Final answer:
Kimberly's budget constraints are that the total cost of the order must be less than or equal to $85, and she can order a maximum of 1-6b+2 washcloths or bath towels.
Step-by-step explanation:
The constraint in Kimberly's budget is that she has a maximum of $85 to spend on bath towels and washcloths. This means that the total cost of the order, represented by T, must be less than or equal to $85. Mathematically, this can be expressed as:
T ≤ 85
Additionally, she can order a maximum of 1-6b+2 washcloths or bath towels. This means that the number of bath towels, represented by b, and the number of washcloths, represented by w, must satisfy the inequality:
w + b ≤ 1-6b+2
So, the constraints for Kimberly's order are:
T ≤ 85
w + b ≤ 1-6b+2