Question

Q. The Product of two no.s is 112 and
their H.CF is 2 . Find their L.C.M.​

Answer 1

Product of two numbers is equal to product of HCF and LCM.

Let the LCM be x

112 = 2x

=> x = 56

So, LCM is 56

Have a great day ahead :-)

Answer 2

Answer:

56

Step-by-step explanation:

$question \\ The \: Product \: of \: two \: no.s \: is \: 112 \\ and \: </p><p>their \: H.CF \: is \: 2 . \\ Find \: their \: L.C.M.$

$Given \: that \: HCF \: of \: two \: numbers \: 11 \: = \: 2 \\ Given \: that \: Product \: of \: two \: numbers \: = \: 112 \\ We \: know \: that \: LCM \times HCF \: of \: two \: numbers \\ = Product \: of \: two \: numbers \\ LCM \times 2 = 112 \\ LCM = \frac{112}{2} \\ = 56. \\ Therefore \: the \: LCM \: of \: two \: numbers \: = \: 56.$

$hope \: this \: help \: u \\ mark \: me \: brainliest$