Question

Match each rational number to its equivalent decimal expansion

Answer 1

7/9 - 0.7 repeating

7/10 - 0.7

7/8 - 0.875

7/15 - 0.46 repeating

Answer 2

The rational number to its equivalent decimal expansion is shown in the figure 2.

Concept to be used

To convert any fraction into a decimal, we have to divide the numerator by its denominator.

How to convert fractions into decimals?

In the figure 1, we can see that all the rational number is in fraction and we know that to convert any fraction, we have to divide the numerator by its denominator.

Thus we will divide the numerator by its denominator in each rational number.

First, we will divide $7/9$, we will get $0.777777....$ or $0.\overline{7}$.

Second, we will divide $\frac{7}{15}$, we will get $0.4666666.....$ or we can say it as $0.4\overline{6}$.

Third, we will divide $\frac{7}{8}$, we will get $0.875$.

Fourth, we will divide $\frac{7}{10}$, we will get $0.7$.

So, the rational number to its equivalent decimal expansion is shown in the figure $2$.

Learn more about how to solve inequality is here:

https://brainly.com/question/740743

#SPJ2