If two positive integers c and d are written as c=xy^2 and d=x^3y where x and y are prime numbers then find HCF (c,d)
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c=xy^2
d=x^2y
H.C.F.(c, d) =>
c=x×y×y
d=x×x×y
Common Factors = x, y
Therefore, H.C.F. (c, d) = xy
d=x^2y
H.C.F.(c, d) =>
c=x×y×y
d=x×x×y
Common Factors = x, y
Therefore, H.C.F. (c, d) = xy
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