is it possible to have to number who's HCF is 18 and LCM is 460 give reason
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We know that hcf of 2 numbers is always a divisor of LCM of those 2 numbers
Since 460 is not completely divisible by 18, therefore it is not possible to have 2 numbers whose hcf is 18 and LCM is 460
Since 460 is not completely divisible by 18, therefore it is not possible to have 2 numbers whose hcf is 18 and LCM is 460
raksha18:
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it is not possible
because L.C.M÷HCF
460÷18= 25.55
lcm is one part of hcf
because L.C.M÷HCF
460÷18= 25.55
lcm is one part of hcf
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