Question

given that LCM(91,26), then find the HCF​

Answer 1

${ \underline{ \overline {\underbrace{ \fbox \color{yellow}{QUESTION:-}}}}}$

Given that LCM(91,26), then find the HCF.

$\huge{\bf {\mathbb \color{red}{ANSWER}}}$

13

${\mathfrak{ \boxed {\fcolorbox{blue}{green}{SOLUTION:-}}}}$

We know that the product of LCM and HCF of two numbers is equal to the product of two numbers.

$\bf \: So \implies \: HCF × LCM = 91 × 29$

$\bf \implies 182 × HCF = 2366$

$\sf \implies HCF = \bf \red{ 13}$

Hence, 13 is answer.

Answer 2

Answer:

13

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