If LCM of two numbers is equal to the greater number, then its HCF
A
is 1
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B
is LCMSmallernumber
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C
is the smaller number
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D
Will be equal to LCM
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Solution
The correct option is C is the smaller number Let a, b be the two numbers such that, a < b. As we know, LCM×HCF=a×b Here LCM = b (given in the question) So, b×HCF=a×b HCF = a HCF≤a,b≤LCM So, HCF will be the smaller number.