if two positive integers p and q can be expressed as p= ab square and q = a cube b ;a , b being prime numbers , then lcm of (p , q ) is

p = (ab)2= a*a*b*b

q = a3b =a*a*a*b

LCM = a*a*b*b*a = a3b2

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LCM=ab²×a³b÷a×b. =ab(b×a²)÷ab =a²b
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Get lost
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May this helped u

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ok
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nice
 
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a3b2
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p=(ab)2=a*a*b*b
q=a3b=a*a*a*b
LCM=a*a*b*b*a =a3b2
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Show that exactly one of the numbers and 10 + 2 or 10 + 4 is divisible by 3
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