Question

The complete factorization of -12b^5 +b^3+b. The answer is b(1-2b)(1+2b)(3b^2). But I need steps. Please help

Answer 1

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Answer 2

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GIVEN :-

$-12b^{5} + b³ + b$

SOLUTION:

$-12b^{5} + b³ + b$

$= -1(12b^{5} -b³ - b)$

$= −b(12b^{4} − b^{2} − 1)$

$= −b(3b² − 1)(4b² + 1)$

HENCE :

$−b(3b² − 1)(4b² + 1)$

May be your answer is wrong do check it once