An unbiased die is thrown twice. Find the probability distribution of the number of sixes.

Explanation

To find the probability distribution of the number of sixes when an unbiased die is thrown twice, we can follow these steps:

### Step 1: Define the Random Variable
Let \( X \) be the random variable representing the number of sixes obtained when a die is thrown twice. The possible values of \( X \) are 0, 1, or 2.

### Step 2: Calculate the Total Outcomes
When a die is thrown twice, the total number of outcomes is:
\[
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