Question

the lcm of a,b is 36, hcf is one then find possible values of a,b​

Answer 1

Given :--- LCM of a, b = 36

HCF = 1

Question :- we have to find possible values of a & b .

we know that ,

HCF * LCM = product of two numbers

so,

a * b = 36

Possible values of a & b = (1, 36) (4,9) (9,4) & (36,1)

(with HCF 1)

Hope it helps you ....

Answer 2

The possible values of and b are (1, 36) (4,9) (9,4) and (36,1) .

Step-by-step explanation:

Given : The LCM of a,b is 36, HCF is one.

To find : The possible values of a,b​ ?

Solution :

The two numbers are a and b.

LCM of a,b is 36.

HCF of a,b is 1.

We know that,

$\text{Product of two numbers}=HCF\times LCM$

$a\times b=36\times 1$

i.e.   $ab=36$

The possible values of and b are (1, 36) (4,9) (9,4) and (36,1) .

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The LCM of a, b is 36. H.C.F is one then find possible values of​

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