https://file.aiquickdraw.com/mathbot/file/1726709708109fhpank97.jpg

The problem from the image states:

"Scratch bakery made 2 pans of brownies. Each pan is cut into 36 brownies. If they sold 2/3 of the brownies, how many brownies are still up for sale?"

### Solution:
1. **Total number of brownies:**
   - Each pan has 36 brownies.
   - There are 2 pans.
   - Therefore, total brownies = \( 36 \times 2 = 72 \).

2. **Number of brownies sold:**
   - They sold \( \frac{2}{3} \) of the brownies.
   - Brownies sold = \( \frac{2}{3} \times 72 = 48 \).

3. **Brownies still up for sale:**
   - Brownies left = Total brownies - Brownies sold
   - \( 72 - 48 = 24 \).

### Final Answer:
**24 brownies are still up for sale.**

Would you like any more details or have further questions? Here are 5 related questions:

1. If they sold 3/4 of the brownies instead of 2/3, how many would still be up for sale?
2. What if each pan had 40 brownies instead of 36, how would that change the result?
3. If they decided to bake 3 pans instead of 2, how many brownies would be available after selling 2/3?
4. How many brownies are sold if they sell half of the brownies?
5. If the bakery sold 90% of the brownies, how many remain?

**Tip:** When solving fraction problems, always calculate the total first, then apply the fraction to find the specific quantity.

Scratch bakery made 2 pans of brownies. Each pan is cut into 36 brownies. If they sold 2/3 of the brownies, how many brownies are still up for sale?

Solve the problem of finding how many brownies remain after 2 pans of 36 brownies are made and 2/3 of them are sold. This detailed solution covers fractions, multiplication, and subtraction, suitable for Grades 4-6.

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