Learn with practical examples and questions that how to solve fractions. We are also going to have a look at the answer of **what is .875 as a fraction** in the article below.

In order to convert the decimal expressions to the fractional expressions in the mathematics field. We have to follow a proper process step by step, which is based on the type of fractional expressions. Such as whether it is like fraction or unlike fraction, etc.

The practical solution

Here is what is .875 as a fraction.

= 0.875

= 0.875 by 1

= 875 by 1000

= 175 by 200

= 35 by 40

= 7 by 8

Steps for solving decimals to fractions

Here are the steps for what is .875 as a fraction:

Step: 1 first of all, we need to add a “1” in the denominator of the fraction.

Step: 2 then we have to add zeros against the “1” numbers ( please note that the number of zeroes should be exactly equal to the number of digits in the numerator after the decimal point).

Step: 3 then we have to solve the same with the same digit by cutting it. And we have to make the same the smallest number we can.

Step: 4 whatever the smallest number comes in the end. That is known to be the answer in fractions ( the fraction will be in the form of “ a by b” or numerator by denominator ).

Concept of fractions

The fractional numbers, decimal expressions, and other numerical terms, we use in our daily lives. However, the major bifurcation is, if a person wants to do it. Then he or she can differentiate the numbers into 2 major groups or types. Irrational numbers and rational numbers. This concept will help people a lot in understanding what is .875 as a fraction.

Irrational numbers

Irrational numbers are the ones that can not be written in the form of decimals at all. Because we need the infinite number of the decimal expansion. And this might be complicated. Therefore, normal numbers (without decimals) are irrational numbers.

Rational numbers

On the other hand, rational numbers are the ones, which can be denoted as decimal numbers. However, now these can also again be bifurcated into 2 different types. Either you can continue by repeating the same number again or you can stop by rounding it off after 2 or 3 digits.

Conversion table

For your convenience, we have added proper complete conversion table metrics in the article below. Have a look at the same. This table includes the answer to what is .875 as a fraction as well.

0.015 is 1 by 64

0.031 is 1 by 32

0.046 is 3 by 64

0.062 is 1 by 16

0.078 is 5 by 64

0.093 is 3 by 32

0.109 is 7 by 64

0.125 is 1 by 8

0.14 is 9 by 64

0.156 is 5 by 32

0.171 is 11 by 64

0.187 is 3 by 16

0.203 is 13 by 64

0.218 is 7 by 32

0.234 is 15 by 64

0.25 is 1 by 4

0.265 is 17 by 64

0.281 is 9 by 32

0.296 is 19 by 64

0.312 is 5 by 16

0.328 is 21 by 64

0.343 is 11 by 32

0.359 is 23 by 64

0.375 is 3 by 8

0.39 is 25 by 64

0.406 is 13 by 32

0.421 is 27 by 64

0.437 is 7 by 16

0.453 is 29 by 64

0.468 is 15 by 32

0.484 is 31 by 64

0.5 is 1 by 2

0.515 is 33 by 64

0.531 is 17 by 32

0.546 is 35 by 64

0.562 is 9 by 16

0.578 is 37 by 64

0.593 is 19 by 32

0.609 is 39 by 64

0.625 is 5 by 8

0.64 is 41 by 64

0.656 is 21 by 32

0.671 is 43 by 64

0.687 is 11 by 16

0.703 is 45 by 64

0.718 is 23 by 32

0.734 is 47 by 64

0.75 is 3 by 4

0.765 is 49 by 64

0.781 is 25 by 32

0.796 is 51 by 64

0.812 is 13 by 16

0.828 is 53 by 64

0.843 is 27 by 32

0.859 is 55 by 64

0.875 is 7 by 8

0.89 is 57 by 64

0.906 is 29 by 32

0.921 is 59 by 64

0.937 is 15 by 16

0.953 is 61 by 64

0.968 is 31 by 32

0.984 is 63 by 64

So, what is .875 as a fraction in the mathematical expressions?

If you want an exact answer for the above mentioned question. Then the answer to the question what is .875 as a fraction is 7 by 8.

Types of fractional expressions

Here are top 16 types of the fractional expressions in the mathematical field. Have a look.

1. Like fraction

2. Unlike fraction

3. Comparing fractions

4. Equivalent fractions

5. Mixed fraction

6. Egyptian fraction

7. Simple fraction

8. Common fraction

9. Vulgar fraction

10. Proper fraction

11. Improper fraction

12. Decimal fraction

13. Percentages fraction

14. Complex fraction

15. Compound fraction

16. Algebraic fraction

Conclusion

Basically, solving or converting the decimals to fractions is not a big deal at all. In fact, it is very simple and easy to do. However, the only difficulty in the same is that it requires proper process and steps to be followed. There can be different methods and process for the same to be followed and solve. Therefore, what is .875 as a fraction is also simple to be solved.

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