Question

jordan is making care packages to send to soldiers overseas. he bought a bulk box of mini sunscreen bottles to split evenly among 12 care packages. each care package got 4 bottles. let s represent how many mini sunscreen bottles jordan had to start. which equation models the problem? (\frac{s}{12}=4) (4s = 12) solve this equation to find how many mini sunscreen bottles jordan had to start. mini sunscreen bottles

Explanation:

Step1: Analyze the problem

We know that there are 12 care packages, and each package gets 4 mini sunscreen bottles. Let \( s \) be the total number of mini sunscreen bottles. The relationship is that when we divide the total number of bottles \( s \) by the number of packages (12), we get 4 (the number per package). So the equation is \( \frac{s}{12}=4 \). To solve for \( s \), we can multiply both sides of the equation by 12.

Step2: Solve for \( s \)

Multiply both sides of \( \frac{s}{12}=4 \) by 12:
\( s = 4\times12 \)
\( s = 48 \)

Answer:

The number of mini sunscreen bottles Jordan had to start with is 48, and the equation \( \frac{s}{12}=4 \) models the problem (solving it gives \( s = 48 \)).