Nelson baked 88 muffins. In each pan, he baked 8 muffins. Students were asked to write an equation that tells how to find $$ p $$, the number of pans of muffins he baked One student answered that it was $$ 88-8=p $$. What error did this student make and what would you suggest? The student to provide related calculations and additional reasoning to support your answer.

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UpStudy AI · Accepted Answer

The error the student made was using subtraction instead of division. Since each pan holds $$ 8 $$ muffins, the number $$ p $$ of pans is determined by dividing the total number of muffins by $$ 8 $$.

The correct equation is:
$$
\frac{88}{8} = p
$$

Here’s the step-by-step reasoning:

1. The total muffins baked is $$ 88 $$.
2. Each pan contains $$ 8 $$ muffins.
3. To find the number of pans $$ p $$, you need to figure out how many groups of $$ 8 $$ muffins can be made from $$ 88 $$. This is computed by division:
   $$
   p = \frac{88}{8}
   $$
4. Calculating gives:
   $$
   p = 11
   $$

So, the correct equation is $$ \frac{88}{8} = p $$, and the student should replace the subtraction with division.
The student used subtraction instead of division. The correct equation is $$ p = \frac{88}{8} $$.

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