Factorize:
3a3b – 243ab3
We have,
![]()
= 3ab(a2 – 81b2)
We can also write the expression as:
= 3ab[(a)2 – (9b)2]
Now,
Using identity: a2 – b2 = (a – b)(a + b)
![]()
Hence,
The given expression can be factorized as: ![]()
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