10 percent 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 a denominator. (Source: Wikipedia)
Here we are going to learn method for how to convert the percent to fraction and 10 percent as a fraction and some other problems on percent as fraction.
Percent as fraction :
10 percent as a fraction :
Problem 1:
Convert 10 percent as a fraction.
Solution:
Given, 10 %
We need to convert the percent to fraction.
To convert the percent to fraction divide the given percent by 100
10 % = `10 / 100`
We can simplified it further.
Divide by 10 on both numerator and denominator,
`10 / 100` = `( 10 / 10 ) / ( 100 / 10)`
= 1 / 10
Answer: The fraction for 10 percent is 1 /1 0.
Problem 3:
Convert 20 percent as a fraction.
Solution:
Given, 20 %
We need to convert the percent to fraction.
To convert the percent to fraction divide the given percent by 100
20 % = `20 / 100`
We can simplified it further.
Divide by 20 on both numerator and denominator,
`20 / 100` = `( 20 / 20 ) / ( 100 / 20)`
= `1 / 5`
Answer: The fraction form of 20 % is `1/5`
Problem 2:
Convert 250 percent as a fraction.
Solution:
Given, 250 %
We need to convert the percent to fraction.
To convert the percent to fraction divide the given percent by 100
250 % = `250 / 100`
We can simplified it further.
Divide by 25 on both numerator and denominator,
`250 / 100` = `( 250 / 25 ) / ( 100 / 25)`
= `10 / 4`
Answer: The fraction form of 250 % is `10/4`
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 a denominator. (Source: Wikipedia)
Here we are going to learn method for how to convert the percent to fraction and 10 percent as a fraction and some other problems on percent as fraction.
Percent as fraction :
10 percent as a fraction :
Problem 1:
Convert 10 percent as a fraction.
Solution:
Given, 10 %
We need to convert the percent to fraction.
To convert the percent to fraction divide the given percent by 100
10 % = `10 / 100`
We can simplified it further.
Divide by 10 on both numerator and denominator,
`10 / 100` = `( 10 / 10 ) / ( 100 / 10)`
= 1 / 10
Answer: The fraction for 10 percent is 1 /1 0.
Problem 3:
Convert 20 percent as a fraction.
Solution:
Given, 20 %
We need to convert the percent to fraction.
To convert the percent to fraction divide the given percent by 100
20 % = `20 / 100`
We can simplified it further.
Divide by 20 on both numerator and denominator,
`20 / 100` = `( 20 / 20 ) / ( 100 / 20)`
= `1 / 5`
Answer: The fraction form of 20 % is `1/5`
Problem 2:
Convert 250 percent as a fraction.
Solution:
Given, 250 %
We need to convert the percent to fraction.
To convert the percent to fraction divide the given percent by 100
250 % = `250 / 100`
We can simplified it further.
Divide by 25 on both numerator and denominator,
`250 / 100` = `( 250 / 25 ) / ( 100 / 25)`
= `10 / 4`
Answer: The fraction form of 250 % is `10/4`