If two positive integers A and B can be ex-pressed as A = xy3 and B = xiy2z; x, y being prime numbers, the LCM (A, B) is no
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Answer:
Correct option is
B
xy
2
HCF(Highestcommonfactor):−(AlsocalledasGCD)HCFoftwo
numbersisthenumberwhichcomletelydivides(with0remainder)
boththenumbers.Forexample,HCFof14and21is7,HCF(54,27)is27.
Givena=x
3
y
2
,b=xy
3
Itcanbeobservedthatxy
2
isacommonfactorofbothaandb.
HenceHCF(a,b)=xy
2
.
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