Question

The product of two numbers is 432 and their LCM and HCF are 72
and 6 respectively. If one of the numbers is 24, then find the other
number ?​

Answer 1

Answer:

other number is 18

Step-by-step explanation:

432÷24 is 18 answer

Answer 2

The value of other number is 18.

Step-by-step explanation:

Given:

The product of two numbers is 432.

LCM of The product of two numbers is 72.

HCF of The product of two numbers is 6.

One of the numbers is 24.

To Find:

The value of other number.

Formula Used:

The product of two numbers =LCM of The product of two numbers x  HCF of The product of two numbers.

Solution:

Let other number is p.

As given - LCM of The product of two numbers is 72.

                 HCF of The product of two numbers is 6.

                 One of the numbers is 24.  

The product of two numbers =LCM of The product of two numbers x  HCF of The product of two numbers.          

$24\times p=72\times6$

$p=\frac{72\times6}{24}$

 $p=\frac{432}{24}$

 $p=18$

Thus, the value of other number is 18.

PROJECT CODE#SPJ2