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The LCM and HCF of 2 numbers are 168 and 6 respectively. If one of the numbers is 24, find the other?

A36

B38

C40

D42

Answer:

D. 42

Read Explanation:

We know that,

product of two numbers = L.C.M×H.C.FofthosenumbersL.C.M\times{H.C.F of those numbers}

Let the second number be x.

24×x=168×624\times{x} = 168\times{6}

x=6×7x = 6\times{7}

X = 42.


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