if A and B are two positive integers,a=x^3y^2 and B = xy^3 where x and y are prime numbers then hcf(a,b)?
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Explanation:
a=x^3y^2=x^9y^2
b=xy^3=(xy)(xy)(xy)
as x and y are positive prime so" a" will be greater than "b" as 9y^2 will be greater than 3.
hence as per HCF rule the least exponent is taken
a=x^9y^2
b=x^3y^3
HCF= x^3
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Explanation:
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