Question

Given that H.C.f (336, 54) is 6 find
L.C.M
(3 36, 54).​

Answer 1

Answer:

3024.

Step-by-step explanation:

HCF (336,54) = 6

Let LCM (336,54) = x

The two numbers are 336 and 54.

∴ a × b = HCF × LCM

336 × 54 = 6 × LCM

18144 = 6 × LCM

LCM = 18144 / 6

LCM = 3024.

∴  LCM (336,54) = 3024

Answer 2

$\huge \mathcal {\fcolorbox{red}{gray}{\green{A}\pink{N}\orange{S}\purple{W}\red{E}\blue{R}{!}}}$

HCF (336,54) = 6

Let LCM (336,54) = x

The two numbers are 336 and 54.

∴ a × b = HCF × LCM

336 × 54 = 6 × LCM

18144 = 6 × LCM

LCM = 18144 / 6

LCM = 3024.

∴  LCM (336,54) = 3024

HOPE SO IT WILL HELP.......