Question

product of 2 number is 1728 if their hcf is 48 find their lcm
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Answer 1

Answer:

.HCF are given, we find the LCM by using the identity H x L = A x B.

So, L = 1728 /12 = 144

LCM is always divisible by HCF.

L/H = 144/12 = 12

Now 12 can be split only as 1x 12 or 2x6 or 3 x 4

We take each pair and multiply the numbers in each pair by the HCF.

We get now the pairs (12, 144), (24, 72) and (36, 48)

We can observe that each pair except (2, 72) satisfies the criteria: Product of numbers = 1728, HCF = 12 and LCM = 144 (which we obtained)

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Answer 2

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