Four bad oranges are mixed accidently with 16 good oranges. Find the probability distribution of the number of bad oranges in a draw of two oranges.

Explanation

To find the probability distribution of the number of bad oranges in a draw of two oranges from a mixture of 4 bad oranges and 16 good oranges, we will denote the random variable \( X \) as the number of bad oranges drawn. The possible values of \( X \) are 0, 1, and 2.

### Step-by-Step Solution:

1. **Identify Total Oranges**:
- Total number of oranges = Number of good oranges + Number of bad oranges
- Total = 16 good + 4 bad = 20 oranges.

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