Question

HCF of two numbers is 1 and LCM of the two numbers is 61. Find the sum of the two numbers.

Answer 1

The two numbers are ( 1 ) and ( 61 ).

Hence, their sum = 61 + 1 = 62


$\mid \underline{\underline{\LARGE\bf\green{Brainliest \: Answer}}}\mid$

Answer 2

$Let \: 'a' \: and \: 'b' \: are \: two \: numbers .$

$Given \: HCF \: of \:two \: numbers = 1$

$LCM \: of \: a \: and \: b = 61$

/* We know that */

$\boxed{ \pink{product \: of \: a \: and \: b = HCF \times LCM }}$

$\implies a \times b = 1 \times 61$

/* Here 61 is a prime number */

Therefore.,

$\red{ Sum \:of \: two \: numbers }$

$= a + b$

$= 1+61$

$\green { = 62 }$

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