Question

HCF of two numbers in 179 and their LCM is 2685. If one of the numbers in 537, then one of the divisors of the other number is ?

Answer 1

hcf of two numbers = 179

lcm of two numbers = 2685


one number = 537


Other number = ?


We know that,


hcf × lcm = one number × other number


179 × 2685 = 537 × other number


other number = 895

Answer 2

Answer:

one of the divisors of the other number is 5

Step-by-step explanation:

Given data

HCF of two numbers is 179

LCF of two numbers is 2685

in the two numbers one of the number is 537

here we need to find one of the divisors of the second number

Note :

      The product of LCM and HCF of  two natural numbers is  equals to the product of the two numbers.  

⇒ let x be the another number

⇒ product of lcm and hcf of two numbers = product of two numbers

⇒                 2685 × 179 = 537 (x)  

⇒                  x = 2685×179 / 537

        = 895  

One of the divisors of 895 :

Divisors are the numbers which divides the number equally  

⇒ 5 is the one of the divisor of 5 which divides 895 equally

⇒ 895/ 5 = 179