If two positive integers a and b are written is equal to x cube y square and b is equal to x y cube, x, y are the prime numbers then let's have a, bis number a cube b cube number b a cube b square number c a square b square number dav
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Step-by-step explanation:
a=x3y2
b=xy3
For finding hcf(a,b)
a= x x x y y
b= x y y y
the terms same in both a and b are x y y
x y y = xy2
Hence, HCF(a,b)=
xy ^{2}
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