if two positive integer p and q are written as p=a sqare b square and q = a square b and a,b are prime Number then verify LCM (p,q) ×HCF (p,q)=pq
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se well. lcm = a^2b
hcf = a^2b... now if we multiply them..
we get a^4b^2.... and also pq = a^4b^2....
hence proved
hcf = a^2b... now if we multiply them..
we get a^4b^2.... and also pq = a^4b^2....
hence proved
deepandra1:
I didn't understand
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