Question

the HCF
of
two numbers is 6 , if the number are 24 and 42, find the LCM​

Answer 1

Answer:

168

Step-by-step explanation:

LCM = 168

Given:-

H. C. F = 6

1 st number = 24

2 nd number = 42

To find :-

Their L. C. M

Solution :-

As we know, the product of two numbers is equal to the product of their L. C. M and H. C. F.

\boxed{\sf{LCM \times HCF = a \times b}}

LCM×HCF=a×b

Now,

6 \times LCM = 24 \times 426×LCM=24×42

LCM = \dfrac {24\times42}{6}LCM=

6

24×42

LCM = \dfrac{\cancel{24}\times42}{\cancel{6}}LCM=

6

24

×42

LCM = 4 \times 42LCM=4×42

LCM = 168LCM=168

hence, required LCM will 168

Answer 2

Answer:

lcm of 24 ,42 is 168

Step-by-step explanation:

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