What value is represented by 8.8 x 1/4?

To determine the value represented by the expression 8.8 x 1/4, we start by calculating the product of 8.8 and 1/4.

When multiplying by a fraction, you can think of it as dividing the whole number by the denominator of the fraction. In this case, 1/4 can be interpreted as dividing by 4. Therefore, we can rewrite the expression as:

8.8 x 1/4 = 8.8 ÷ 4.

Now, we perform the division. If you divide 8.8 by 4, you can do this using long division or by recognizing that 8.8 is the same as 88 tenths.

So:

1. Divide 88 by 4, which equals 22.

2. Since we originally had 8.8 (or 88 tenths), we need to maintain that tenths place. Thus, 22 tenths corresponds to 2.2.

This means that 8.8 x 1/4 equals 2.2, confirming that this value is accurately calculated and aligns with the operations performed. Hence, the correct answer is indeed 2.2.