Lcm of a²(a²-4) and a⁴+2a³-8a²
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Find the L.C.M of m3 – 3m2 + 2m and m3 + m2 – 6m by factorization.
Solution:
First expression = m3 – 3m2 + 2m
= m(m2 – 3m + 2), by taking common ‘m’
= m(m2 - 2m - m + 2), by splitting the middle term -3m = -2m - m
= m[m(m - 2) - 1(m - 2)]
= m(m - 2) (m - 1)
= m × (m - 2) × (m - 1)
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