Given that L C M - 91-26 - - 182 - H C F - 91-26 -

Question

Toppr Admin · Accepted Answer

As LCM-xD7-HCF-Produnct of two numbersTwo numbers are 91 and 26-Produnct of two numbers -91-xD7-26-2366LCM-91-26-182Now 182-xD7-HCF-2366HCF-13Hence the HCF is 13-

Given that $L C M (91, 26) = 182,$ find $H C F (91, 26) .$

As $L C M \times H C F =$ Produnct of two numbers
Two numbers are 91 and 26.
Produnct of two numbers $= 91 \times 26 = 2366$
$L C M (91, 26) = 182$
Now $182 \times H C F = 2366$
$H C F = 13$
Hence the HCF is 13.

Given that LCM(91,26)=182, find HCF(91,26).

As LCM×HCF=Produnct of two numbersTwo numbers are 91 and 26.Produnct of two numbers =91×26=2366LCM(91,26)=182Now 182×HCF=2366HCF=13Hence the HCF is 13.

Given that $L C M (91, 26) = 182,$ find $H C F (91, 26) .$

As $L C M \times H C F =$ Produnct of two numbers
Two numbers are 91 and 26.
Produnct of two numbers $= 91 \times 26 = 2366$
$L C M (91, 26) = 182$
Now $182 \times H C F = 2366$
$H C F = 13$
Hence the HCF is 13.