Question : Factorize the following expression:
$p^3+27$
Option 1: $(p - 3)(p^2- 3p + 9)$
Option 2: $(p + 3)(p^2+ 3p + 9)$
Option 3: $(p + 3)(p^2- 3p + 9)$
Option 4: $(p + 3)(p^2- 3p - 9)$
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Correct Answer: $(p + 3)(p^2- 3p + 9)$
Solution :
$p^3+27$
= $(p+3)(p^2+3^2-3p)$
= $(p+3)(p^2-3p+9)$
Hence, the correct answer is $(p+3)(p^2-3p+9)$.
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