if two positive integers a and b can be expressed as a = p²q³r and b = pq⁴s ; pqrs are prime numbers, then find the LCM (a,b)
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LCM is the all the prime factors in the given no raised to their highest power.
LCM (a,b) = p^2 q^4 r s.
LCM (a,b) = p^2 q^4 r s.
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