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Maths CBSE Live product
Class 10
Real Numbers
Fundamental theorem of arithmetic
6.
Exemplar - Find the LCM of two expressions
Question:
1
m.
If two positive integers \(p\) and \(q\) can be expressed as \(p = ab^2\) and \(q = a^3b\); \(a\), \(b\) being prime numbers, then
LCM
\((p,q)\) is
\(ab\)
\(a^2b^2\)
\(a^3b^2\)
\(a^3b^3\)
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