How do u reduce 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 were the common fractions which are still used today (½, ⅝, ¾, etc.) and which consist of a numerator and denominator, the numerator representing a number of equal parts and the denominator telling how many of those parts make up a whole.(Source:Wikipedia)
Problems for reduce a fraction
Problem 1
How to reduce fractions `24/60`
To reduce the fraction `24/60`
To change this value 24
6*4=24
To change this value 60
6*10=60
We get
`(6*4)/(6*10)` = `4/10`
We can reduce the fraction we get `4/10`
To change this value 4
2*2=4
To change this value 10
2*5=10
We get
`(2*2)/(5*2)` =`2/5`
Finally to reduce the fraction `24/60` = `2/5`
Answer
Reduce the fraction `24/60` = `2/5`
Problem 2
How to reduce the fraction `36/84`
To reduce the fraction `36/84`
To change this value 36
6*6=36
To change this value 84
6*14=60
We get
`(6*6)/(6*14)` = `6/14`
We can reduce the fraction we get` 6/14`
To change this value 6
2*3=4
To change this value 14
2*7=14
We get
`(2*3)/(7*2)` =`3/7`
Finally to reduce the fraction `36/84` = `3/7`
Answer
Reduce the fraction `36/84` = `3/7`
Problem 3
How to reduce the fraction `96/120`
To reduce the fraction `96/120`
To change this value 96
8*12=96
To change this value 120
12*10=120
We get
`(8*12)/(12*10)` = `8/10`
We can reduce the fraction we get `8/10`
To change this value 8
2*4=8
To change this value 10
2*5=10
We get
`(2*4)/(5*2)` =`4/5`
Finally to reduce the fraction `96/120` = `4/5`
Answer
Reduce the fraction `96/120` =` 2/5`
Problem 4
How to reduce the fraction `64/96`
To reduce the fraction `64/96`
To change this value 64
8*8=64
To change this value 96
8*12=96
We get
`(8*8)/(8*12)` = `8/12`
We can reduce the fraction `8/12`
To change this value 8
2*4=8
To change this value 12
3*4=12
We get
`(2*4)/(3*4)` =`2/3`
Finally to reduce the fraction `64/96` = `2/3`
Answer
Reduce the fraction `64/96` = `2/3`
Problem 5
How to reduce the fraction `36/54`
To reduce the fraction `36/54`
To change this value 36
6*6=36
To change this value 54
6*9=54
We get
`(6*6)/(6*9)` = `6/9`
We can reduce the fraction we get 6/9
To change this value 6
2*3=6
To change this value 9
3*3=9
We get
`(2*3)/(3*3)=2/3`
Finally to reduce the fraction `36/54` = `2/3`
Answer
Reduce the fraction `36/54` = `2/3`
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 were the common fractions which are still used today (½, ⅝, ¾, etc.) and which consist of a numerator and denominator, the numerator representing a number of equal parts and the denominator telling how many of those parts make up a whole.(Source:Wikipedia)
Problems for reduce a fraction
Problem 1
How to reduce fractions `24/60`
To reduce the fraction `24/60`
To change this value 24
6*4=24
To change this value 60
6*10=60
We get
`(6*4)/(6*10)` = `4/10`
We can reduce the fraction we get `4/10`
To change this value 4
2*2=4
To change this value 10
2*5=10
We get
`(2*2)/(5*2)` =`2/5`
Finally to reduce the fraction `24/60` = `2/5`
Answer
Reduce the fraction `24/60` = `2/5`
Problem 2
How to reduce the fraction `36/84`
To reduce the fraction `36/84`
To change this value 36
6*6=36
To change this value 84
6*14=60
We get
`(6*6)/(6*14)` = `6/14`
We can reduce the fraction we get` 6/14`
To change this value 6
2*3=4
To change this value 14
2*7=14
We get
`(2*3)/(7*2)` =`3/7`
Finally to reduce the fraction `36/84` = `3/7`
Answer
Reduce the fraction `36/84` = `3/7`
Problem 3
How to reduce the fraction `96/120`
To reduce the fraction `96/120`
To change this value 96
8*12=96
To change this value 120
12*10=120
We get
`(8*12)/(12*10)` = `8/10`
We can reduce the fraction we get `8/10`
To change this value 8
2*4=8
To change this value 10
2*5=10
We get
`(2*4)/(5*2)` =`4/5`
Finally to reduce the fraction `96/120` = `4/5`
Answer
Reduce the fraction `96/120` =` 2/5`
Problem 4
How to reduce the fraction `64/96`
To reduce the fraction `64/96`
To change this value 64
8*8=64
To change this value 96
8*12=96
We get
`(8*8)/(8*12)` = `8/12`
We can reduce the fraction `8/12`
To change this value 8
2*4=8
To change this value 12
3*4=12
We get
`(2*4)/(3*4)` =`2/3`
Finally to reduce the fraction `64/96` = `2/3`
Answer
Reduce the fraction `64/96` = `2/3`
Problem 5
How to reduce the fraction `36/54`
To reduce the fraction `36/54`
To change this value 36
6*6=36
To change this value 54
6*9=54
We get
`(6*6)/(6*9)` = `6/9`
We can reduce the fraction we get 6/9
To change this value 6
2*3=6
To change this value 9
3*3=9
We get
`(2*3)/(3*3)=2/3`
Finally to reduce the fraction `36/54` = `2/3`
Answer
Reduce the fraction `36/54` = `2/3`