The system of equations are
\(x-y=3545\) and \(\frac{2}{23} x+\frac{2}{33} y=430\)
Given :
the total number of calories in the jar of peanut butter, x, and the total number of calories in the jar of jelly, y
The difference in the total number of calories in a jar of peanut butter and a jar of jelly is 3,545
\(x-y=3545\)
Now we use total calories ,which was 2/23 of the jar of peanut butter and 2/33 of the jar of jelly
\(\frac{2}{23} x+\frac{2}{33} y=430\)
The system of equations are
\(x-y=3545\) and \(\frac{2}{23} x+\frac{2}{33} y=430\)
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