**Multiplying Fractions: 6/11 x 6/11**

When it comes to multiplying fractions, the process is quite straightforward. In this article, we'll explore the multiplication of two identical fractions, 6/11 x 6/11, and simplify the result.

**The Multiplication Rule**

To multiply two fractions, we need to follow the multiplication rule:

*a/b × c/d = (a × c) / (b × d)*

In our case, we have:

*6/11 × 6/11 = (6 × 6) / (11 × 11)*

**Calculating the Product**

Let's calculate the product of the numerators (6 × 6) and the product of the denominators (11 × 11):

*6 × 6 = 36**11 × 11 = 121*

Now, we can write the result as:

*36 / 121*

**Simplifying the Fraction**

The resulting fraction, 36/121, is already in its simplest form. We cannot simplify it further.

**The Final Answer**

Therefore, the result of multiplying 6/11 by 6/11 is:

*6/11 × 6/11 = 36/121*

In conclusion, multiplying fractions is a simple process that involves following the multiplication rule and simplifying the resulting fraction. In this case, we've seen that the product of 6/11 and 6/11 is 36/121.