Question

Given that HCF (161,345) = 23, find their LCM.

Answer 1

hey friend!

ur solution here!

we know that
one number× second number = LCM× Hcf

now putting the value

161×345 = LCM×23

LCM = 161×345/23

LCM = 161×15

LCM = 2415 Ans

☺☺☺☺

Answer 2

Answer: LCM=2415

Step-by-step explanation:

The highest common factor (HCF) between two or more provided numbers is characterised as being present. The phrase "Greatest Common Divisor" is another name for it (GCD). Similar to this, the lowest number that is a multiple of the supplied numbers is known as the least common multiple, or LCM, of two or more numbers.

Given: HCF of 161 and 345= 23

To find: LCM

When the value of both numbers are given,

one number × second number = LCM× HCF

now putting the values of both numbers i.e. 161 and 345 in the formula we get, one number= 161 second number=345 HCF=23 ; Find LCM

161×345 = LCM×23

55545= LCM × 23

LCM = 55545/23

LCM = 2415

Answer= LCM=2415

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