Question

if H.C.F of a and b is 12 and product of these numbers is 1800. Then L.C.M of these numbers is

Answer 1

Answer:

HCF×LCM=Product of two numbers

12 × LCM= 1800

LCM=1800/12

LCM=600/4

LCM=150

Hope this helps you if so please mark my answer as brainliest dude.

Answer 2

Question:

If H.C.F of a and b is 12 and product of these numbers is 1800. Then L.C.M of these numbers is.

Answer:

$L.C.M. \: is \: \underline{ \: \bold{150} \: }$

Given data:

H.C.F of a and b = 12

Product of H.C.F. and L.C.M. = 1800

To find:

To find L.C.M.

Step-by-step explanation:

$\implies H.C.F. \times L.C.M. = 1800$

Now substituting H.C.F. value,

$\implies 12 \times L.C.M. = 1800$

$\implies L.C.M. = \frac{1800}{12}$

$\implies \boxed{L.C.M. = 150}$

The value of L.C.M is 150 .

Verification:

$\implies H.C.F. \times L.C.M. = 1800$

Now substituting the values of H.C.F. and L.C.M.

$\implies 12 \times 150 = 1800$

$\implies \boxed{1800 = 1800}$

Hence verified.