Question

The HCF of two numbers is 4 and their LCM is 168.If the first number is 12 find the other number​

Answer 1

Answer:

The answer is (4×168)/12

the other number is 56...

Step-by-step explanation:

we have the formula

H.C.F×L.C.M= PRODUCT OF THE NUMBERS..

let the other number be c

4×168= 12×c

so c= (4×168)/12

hence c=56..

Mark this as brainliest dear friend..

Answer 2

Answer:

given:-

H.C.F=4

L.C.M=168

FIRST NO.=12

SECOND NO.=???

$second \: no. = \frac{H.C.F \times </strong></p><p><strong>[tex]second \: no. = \frac{H.C.F \times L.C.M}{first \: no.} \\ = \frac{168 \times 4}{12} = \bold{ \underline{ 56}}$

HOPE IT HELPS YOU.....