Question

Aaliyah and her children went into a bakery and what about donuts and brownies she must buy minimum of 11 doughnuts and brownies all together determine the number of donuts purchase D and the number of Brownies purchase B
Is it 7 donuts 2 brownies
7 donuts and 5 brownies
6 donuts and 5 brownies
2 donuts and 3 brownies

Answer 1

To solve for the possible combinations of donuts (D) and brownies (B) that add up to at least 11, we can set up the equation:

\[ D + B \geq 11 \]

Now, we can evaluate each of the options you provided to see which satisfies this condition.

1. **Option 1: 7 donuts and 2 brownies**
- \( D + B = 7 + 2 = 9 \) (not valid)

2. **Option 2: 7 donuts and 5 brownies**
- \( D + B = 7 + 5 = 12 \) (valid)

3. **Option 3: 6 donuts and 5 brownies**
- \( D + B = 6 + 5 = 11 \) (valid)

4. **Option 4: 2 donuts and 3 brownies**
- \( D + B = 2 + 3 = 5 \) (not valid)

From the options provided, the combinations that satisfy the minimum requirement of 11 total items (donuts and brownies) are:

- **7 donuts and 5 brownies**
- **6 donuts and 5 brownies**

So, the valid purchases are:

- 7 donuts and 5 brownies
- 6 donuts and 5 brownies