find the LCM & HCF 120&144 by using the fundamental theorem of arethimatic
Answers
Answered by
0
write the steps also
Attachments:
Answered by
4
HEY FRND ☺✌✋
the LCM & HCF 120&144 by using the fundamental theorem of arethimatic.
SOLUTION = fundamental theorem of arethimatic=> a = bq+r( r= remainder)
✴144=120×1+24
⚫120=24×5+0
✴hence the hcf is 24.....⚫☺HOPE THIS HELPS U
the LCM & HCF 120&144 by using the fundamental theorem of arethimatic.
SOLUTION = fundamental theorem of arethimatic=> a = bq+r( r= remainder)
✴144=120×1+24
⚫120=24×5+0
✴hence the hcf is 24.....⚫☺HOPE THIS HELPS U
Attachments:
Similar questions