There are 13 apples in a basket. 6 of these apples are green. The rest of them are red. (a) What is the ratio of red apples to green apples? (b) What is the ratio of red apples to all apples in the basket? (a) $$ \square $$ (b)

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Let's solve each part of the problem step by step.

### Given:
- **Total apples:** 13
- **Green apples:** 6
- **Red apples:** Total apples - Green apples = 13 - 6 = **7**

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### (a) Ratio of Red Apples to Green Apples

The ratio of red apples to green apples is the number of red apples divided by the number of green apples.

$$
\text{Ratio of Red to Green} = \frac{\text{Red Apples}}{\text{Green Apples}} = \frac{7}{6} = 7:6
$$

**Answer:** $$ 7 : 6 $$

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### (b) Ratio of Red Apples to All Apples in the Basket

The ratio of red apples to all apples is the number of red apples divided by the total number of apples.

$$
\text{Ratio of Red to All} = \frac{\text{Red Apples}}{\text{Total Apples}} = \frac{7}{13} = 7:13
$$

**Answer:** $$ 7 : 13 $$
(a) The ratio of red apples to green apples is 7:6. (b) The ratio of red apples to all apples in the basket is 7:13.

There are 13 apples in a basket. 6 of these apples are green. The rest of them are red. (a) What is the ratio of red apples to green apples? (b) What is the ratio of red apples to all apples in the basket? (a) \( \square \) (b)

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