Question

Which is the decimal equivalent of the expression 1 10 1 − 1 10 ?

Answer 1

To find the decimal equivalent of the expression \( 1 \frac{10}{1} - 1 \frac{10}{1} \), we first need to express the mixed numbers as improper fractions.

The expression seems to be written in the context of a fraction rather than standard mathematical notation. It's necessary to interpret what is meant by "1 10 1". Assuming it refers to:

\[
1 + \frac{10}{1} \text{, which simplifies to } 1 + 10 = 11
\]

Thus, we can express the original expression as:

\[
11 - 11
\]

Now, performing the subtraction:

\[
11 - 11 = 0
\]

Therefore, the decimal equivalent of the expression \( 1 \frac{10}{1} - 1 \frac{10}{1} \) is:

\[
\boxed{0}
\]