Question

 The product of two numbers is 120. If their H.C.F. is 6 what is their L.C.M. (if anyone answers it I will thank and mark him as brainliest)​

Answer 1

Answer:

20

Step-by-step explanation:

we know that

product of numbers = HCF * LCM

product of two numbers is given as 120

we have

120= 6 * LCM

so LCM = 120/6

LCM = 20

Answer 2

AnsWer :

L.C.M = 20.

Given :

• Product of two number is 120.
• H.C.F is 6.

Solution :

Let the L.C.M be x.

Now,

We Know Formula,

$\tt H.C.F \times L.C.M= Product \: of \: two \: no.$

Putting value, in above equation.

$\tt \implies6x = 120.$

$\tt \implies x = \frac{ \cancel{120}}{ \cancel6}$

$\tt \implies x = 20.$

Therefore, the value of LCM is 20.

$\rule{300}3$

Formula Use :

$\tt H.C.F \times L.C.M = Product \: of \: two \: no.$

• Here HCF , LCM and Product of two number are arrange in equation.
• Where any one value is Unknown in Question we need to find those value.