Question

if the HCF and LCM of two number are 12 and 48 respectively and one of these numbers is 24 then find the value of 2nd number
hint : product of two numbers =HCF ×LCM​

Answer 1

Step-by-step explanation:

HCF * LCM = product of the two numbers.

8 * 48 = 24 * x, or

x = 8*48/24 = 16

The other number is 16.

Answer 2

Answer

So the formula to solve this question is

HCFxLCM/24(one of the given numbers)

12x48/24

576/24

24(Ans)

Explanation step-by-step

so using the given hint which says product of two numbers is = HCFxLCM,

so multiply HCFxLCM which is 12x48 which is 576,

so we got the product of two numbers using HCF and LCM which is 576,

so one of the numbers is 24,

so when we divide 576 and 24 we get the other number we are looking for,

now the other number is as 24 which is our answer

you can chek this by multiplying 24 and 24 which results in 576

so it proves that the other number is 24, because upon multiplying both 24 and 24 we get 576

These above statements proves and explains how the other number came to be 24

Ans)24*24

Hope it helps

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