What is 0.8 as a fraction
Introduction :
A fraction is a number that can represent part of a whole. The earliest fractions were reciprocals of integers: ancient symbols representing one part of two, one part of three, one part of four, and so on. A much later development was the common or "vulgar" fractions which are still used today (½, ⅝, ¾, etc.) and which consist of a numerator and denominator.(source : Wikipedia)
Here we are going to learn about converting decimals as a fraction , what is 0.8 as fraction and some other problems on Converting Decimal to Fraction.
What is 0.8 as a fraction:
Before get into the problem we need to know how to convert the decimals into fractions.
Method to convert decimals into fraction:
What is 0.8 as a fraction ?
Solution:
Given, decimal 0.8
We need to find the fraction for 0.8
Multiply and divide 0.8by 10,
0.8 × `(10/10) ` = ( 0.8 × 10) / 10
= `8 /10`
0.8 as the fraction `8 /10` .
We can also find so many equivalent fractions.
0.8 = `8 /10` .
Multiply `8 /10` by 2 ,
( 8 × 2 ) / ( 10 × 2 ) = 16 / 20
0.8 = `8 /10` = `16 / 20`
We can find more equivalent fraction. Multiply 16/20 by 5 on both numerator and denominator.
`(16 * 5 ) / ( 20 * 5 )` = `80 / 100`
0.8 = `8 /10` = `16 / 20` = `80/ 100`
Answer: 0.8 as fractions `8/10` , `16/ 20` , ` 80 / 100`
What is 0.08 as a fraction:
Problem 1:
What is 0.08 as a fraction ?
Solution:
Given , 0.08 as a fraction,
To find the fraction for 0.08, Multiply and divide 0.08 by 100,
0.08 × (100 /100 ) = `( 0.08 * 100 ) / 100`
= `8/100`
0.08 as the fraction` 8/100` .
For more equivalent fractions, divide and multiply the `8/100` by the same number.
For example,
0.08 =` 8/100` .
Multiply `8/100` by 2 ,
( 8 × 2 ) / ( 100 × 2) = `16/ 200`
0.08 = 8/100 = `16/ 200`
For another equivalent fraction, consider the following,
For example, 0.08 =` 8/100` = `16/ 200`
multiply `16/200` by 5 on both numerator and denominator,
`(16 * 5 ) / ( 200 * 5 )` =` 80/1000`
Answer : 0.08 = `8/100` = `16/200 ` = `80/1000`
Problem 2:
What is 8 as a fraction?
Solution:
Given, integer 8
We need to find the fraction for 8
Multiply and divide 8 by 10,
8 × `(10/10)` = ( 8 × 10) / 10
=` 80 /10`
8 as the fraction `80 /10` .
We can also find so many equivalent fractions.
8 = `80/10` .
Multiply `80/10` by 2 ,
( 80 × 2 ) / ( 10 × 2 ) = `160 / 20`
8 =` 80 /10` = `160/ 20`
We can find another equivalent fraction by, multiplying 160/20 by 5 on both denominator and numerator.
`(160 * 5 ) / ( 20 * 5 )` = `800 / 100`
8 =` 80/10` = `160/ 20` = `800/ 100`
Answer: 8 as fractions `80/10` , `160/ 20` , `800/ 100`
A fraction is a number that can represent part of a whole. The earliest fractions were reciprocals of integers: ancient symbols representing one part of two, one part of three, one part of four, and so on. A much later development was the common or "vulgar" fractions which are still used today (½, ⅝, ¾, etc.) and which consist of a numerator and denominator.(source : Wikipedia)
Here we are going to learn about converting decimals as a fraction , what is 0.8 as fraction and some other problems on Converting Decimal to Fraction.
What is 0.8 as a fraction:
Before get into the problem we need to know how to convert the decimals into fractions.
Method to convert decimals into fraction:
- To convert the decimals into fraction, multiply and divide the decimal by the number ten or multiples of ten.
What is 0.8 as a fraction ?
Solution:
Given, decimal 0.8
We need to find the fraction for 0.8
Multiply and divide 0.8by 10,
0.8 × `(10/10) ` = ( 0.8 × 10) / 10
= `8 /10`
0.8 as the fraction `8 /10` .
We can also find so many equivalent fractions.
0.8 = `8 /10` .
Multiply `8 /10` by 2 ,
( 8 × 2 ) / ( 10 × 2 ) = 16 / 20
0.8 = `8 /10` = `16 / 20`
We can find more equivalent fraction. Multiply 16/20 by 5 on both numerator and denominator.
`(16 * 5 ) / ( 20 * 5 )` = `80 / 100`
0.8 = `8 /10` = `16 / 20` = `80/ 100`
Answer: 0.8 as fractions `8/10` , `16/ 20` , ` 80 / 100`
What is 0.08 as a fraction:
Problem 1:
What is 0.08 as a fraction ?
Solution:
Given , 0.08 as a fraction,
To find the fraction for 0.08, Multiply and divide 0.08 by 100,
0.08 × (100 /100 ) = `( 0.08 * 100 ) / 100`
= `8/100`
0.08 as the fraction` 8/100` .
For more equivalent fractions, divide and multiply the `8/100` by the same number.
For example,
0.08 =` 8/100` .
Multiply `8/100` by 2 ,
( 8 × 2 ) / ( 100 × 2) = `16/ 200`
0.08 = 8/100 = `16/ 200`
For another equivalent fraction, consider the following,
For example, 0.08 =` 8/100` = `16/ 200`
multiply `16/200` by 5 on both numerator and denominator,
`(16 * 5 ) / ( 200 * 5 )` =` 80/1000`
Answer : 0.08 = `8/100` = `16/200 ` = `80/1000`
Problem 2:
What is 8 as a fraction?
Solution:
Given, integer 8
We need to find the fraction for 8
Multiply and divide 8 by 10,
8 × `(10/10)` = ( 8 × 10) / 10
=` 80 /10`
8 as the fraction `80 /10` .
We can also find so many equivalent fractions.
8 = `80/10` .
Multiply `80/10` by 2 ,
( 80 × 2 ) / ( 10 × 2 ) = `160 / 20`
8 =` 80 /10` = `160/ 20`
We can find another equivalent fraction by, multiplying 160/20 by 5 on both denominator and numerator.
`(160 * 5 ) / ( 20 * 5 )` = `800 / 100`
8 =` 80/10` = `160/ 20` = `800/ 100`
Answer: 8 as fractions `80/10` , `160/ 20` , `800/ 100`