To solve this problem, we can start by establishing the known values.
- The original dessert price that was removed from the bill is $12.
- The tip that Stan left was $15.
- Stan tipped 20% on the reduced bill.
Let's denote the original bill as \( B \). After removing the $12 dessert, the reduced bill is \( B - 12 \).
The tip of $15 is 20% of the reduced bill. Thus, we can write this as:
\[ 0.20 \times (B - 12) = 15 \]
To fill in the blanks in the equation format you provided:
? ( b - ?) = ?
We can rearrange our equation into that format:
So, if we let the first blank be \( 0.20 \), the second blank be \( 12 \), and the third blank be \( 15 \):
\[ 0.20 (B - 12) = 15 \]
Thus, the filled equation is:
0.20 ( B - 12 ) = 15.