The HCF and LCM of two numbers are 31 and 2387 , respectively. If one

1.	The HCF and LCM of two numbers are 31 and 2387 , respectively. If one of the numbers is 217, find the other.
Answer» Given $\bold{HCF \ of \ two \ numbers} = 31$ $\bold{LCM \ of \ two \ numbers} = 2387$ $\bold{One \ of \ the \ numbers } = 217$ Let the other NUMBER be x. SOMETHING YOU NEED TO KNOW $\boxed{\bold{{Product \ of \ 2 \ numbers = HCF \times LCM}}}$ $\implies 217x=31 \times 2387$ $\implies x=\dfrac{31 \times 2387}{217}$ $\implies x=\dfrac{73997}{217}$ $\implies x = 341$ $\boxed{\boxed{\bold{Therefore. \ the \ other \ number \ is \ 341}}}}}}}}$