Question

If the relation between the number of dogs adopted from a shelter each week shows an average of 8.2 dogs adopted per week, create an inverse relation that shows the number of weeks, W
𝑊
, over which a given number of dogs, D
𝐷
, are adopted.(1 point)
Responses

W=D8.2
𝑊
=
𝐷
8.2
upper W equals Start Fraction upper D over 8.2 End Fraction

D=8.2W
𝐷
=
8.2
𝑊
upper D equals 8.2 upper W

D=W8.2
𝐷
=
𝑊
8.2
upper D equals Start Fraction upper W over 8.2 End Fraction

W=8.2D

Answer 1

To create an inverse relation that shows the number of weeks \( W \) over which a given number of dogs \( D \) are adopted, we need to express \( W \) in terms of \( D \).

Given that on average 8.2 dogs are adopted per week, the relation between the number of weeks \( W \) and the number of dogs adopted \( D \) can be written as:

\[
W = \frac{D}{8.2}
\]

Therefore, the correct response is:

\[
W = \frac{D}{8.2}
\]