Home > Pre-Algebra calculators > LCM of fractions example

13. LCM of fractions example ( Enter your problem )
  1. Examples
Other related methods
  1. HCF by Listing Method
  2. HCF by Prime Factorization Method
  3. HCF by Division Method
  4. HCF by Repeated Division Method
  5. LCM by Listing Method
  6. LCM by Prime Factorization Method
  7. LCM by Division Method
  8. LCD
  9. Common Factor by Listing Method
  10. HCF of decimal numbers
  11. LCM of decimal numbers
  12. HCF of fractions
  13. LCM of fractions

12. HCF of fractions
(Previous method)

1. Examples





1. Find LCM of fractions 12/25,18/45

Solution:
`"HCF of given fractions "=("HCF of Numerators")/("LCM of Denominators")`

`"HCF"=("HCF of 12,18")/("LCM of 25,45")`

`"HCF"=6/225`


`"LCM of given fractions" = ("LCM of Numerators")/("HCF of Denominators")`

`"LCM"=("LCM of 12,18")/("HCF of 25,45")`

`"LCM"=36/5`
2. Find LCM of fractions 8/9,32/81,10/27

Solution:
`"HCF of given fractions "=("HCF of Numerators")/("LCM of Denominators")`

`"HCF"=("HCF of 8,32,10")/("LCM of 9,81,27")`

`"HCF"=2/81`


`"LCM of given fractions" = ("LCM of Numerators")/("HCF of Denominators")`

`"LCM"=("LCM of 8,32,10")/("HCF of 9,81,27")`

`"LCM"=160/9`
3. Find LCM of fractions 4/5,3/10,7/15

Solution:
`"HCF of given fractions "=("HCF of Numerators")/("LCM of Denominators")`

`"HCF"=("HCF of 4,3,7")/("LCM of 5,10,15")`

`"HCF"=1/30`


`"LCM of given fractions" = ("LCM of Numerators")/("HCF of Denominators")`

`"LCM"=("LCM of 4,3,7")/("HCF of 5,10,15")`

`"LCM"=84/5`


This material is intended as a summary. Use your textbook for detail explanation.
Any bug, improvement, feedback then Submit Here



12. HCF of fractions
(Previous method)





Share this solution or page with your friends.
 
 
Copyright © 2025. All rights reserved. Terms, Privacy
 
 

.