Question

tom and his friends buy a jumbo bag of millicents mini donuts at the fair. they sit at a picnic table to share them. tom evenly distributes the donuts onto 12 napkins, one for each person in the group. each napkin has 5 donuts.
which equation can you use to find the number of donuts d in the bag?
\\(\frac{d}{12} = 5\\) \\(d - 12 = 5\\) \\(12d = 5\\) \\(d + 12 = 5\\)
solve this equation for d to find the number of donuts in the bag.
\\(\square\\) donuts

Explanation:

Step1: Identify the correct equation

Tom distributes \( d \) donuts evenly onto 12 napkins, and each napkin has 5 donuts. So the number of donuts per napkin is \( \frac{d}{12} \), which equals 5. Thus, the equation is \( \frac{d}{12} = 5 \).

Step2: Solve the equation for \( d \)

To solve \( \frac{d}{12} = 5 \), multiply both sides by 12:
\( d = 5 \times 12 \)
\( d = 60 \)

Answer:

The correct equation is \( \boldsymbol{\frac{d}{12} = 5} \), and the number of donuts \( d \) is \(\boldsymbol{60}\).