Question

ICM 4 HCF of two numbers is 100 & 2 respectively. If one of the number is 50 find the other number​

Answer 1

Solution :

H.C.F = 50

L.C.M = 300

Product of L.C.M and H.C.F = 300\times50=15000300×50=15000

One number = 150

The other number = \frac{LCM\times HCF}{One\ number}One numberLCM×HCF = \frac{15000}{150}=10015015000=100

Hope u like my Answer and Mark me as Brainliest.

Answer 2

Answer:

$H.C.F = 50 \\ \\ </p><p>L.C.M = 300 \\ \\ </p><p>Product \: of \: L.C.M \: and \: H.C.F = 300\times50=15000 \\ \\ 300×50=15000 \\ \\ </p><p>One \: number = 150 \\ \\ </p><p>The \: other \: number = \frac{LCM\times HCF} {One\ number} \\ \\  = \frac{15000}{150}=100</p><p>$