If two positive integers p and q are written as p=a2 b 3 and q=a3 b; a, b are prime numbers, then verify: lcm (p, q) × hcf (p, q) = pq.
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p=a2b3 q=a3b
haf=a2b
lcm=a3b3
to prove {lcm][hcf]=p[q]
[a2b][a3b3]=[a2b3][a3b]
a5b4=a5b4
hence verified
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