Math Question
![1
A soccer team ordered 12 jerseys and 12 pairs of shorts, for a total of \( \$ 156 \). Later, they had to order 4 more jerseys and 6 more pairs of shorts, for a total of \( \$ 62 \).
The system of equations that can be used to find \( x \), the cost of each jersey, and \( y \), the cost of each pair of shorts is shown.
\[
\begin{aligned}
12 x+12 y &=156 \\
4 x+6 y &=62
\end{aligned}
\]](https://d3hlidq5bf9vg0.cloudfront.net/stunitas/0310/FhSkntTwcE09AQrU3NDcnRFBpnXoBnOT8MJCmZpSEfCrVe71boxlXE6vxNL8jkoQ_q.jpg "1
A soccer team ordered 12 jerseys and 12 pairs of shorts, for a total of \( \$ 156 \). Later, they had to order 4 more jerseys and 6 more pairs of shorts, for a total of \( \$ 62 \).
The system of equations that can be used to find \( x \), the cost of each jersey, and \( y \), the cost of each pair of shorts is shown.
\[
\begin{aligned}
12 x+12 y &=156 \\
4 x+6 y &=62
\end{aligned}
\]")
Solution
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