What is factor 64a^2b-16a^3+18a^2b-9 ?

The solution to factor 64a^2b-16a^3+18a^2b-9 is -16a^3+82a^2b-9

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factor 64a^2b-16a^3+18a^2b-9

factor

64 a^{2} b - 16 a^{3} + 18 a^{2} b - 9

- 16 a^{3} + 82 a^{2} b - 9

Solution steps

64 a^{2} b - 16 a^{3} + 18 a^{2} b - 9

Group like terms

= - 16 a^{3} + 64 a^{2} b + 18 a^{2} b - 9

Add similar elements:

64 a^{2} b + 18 a^{2} b = 82 a^{2} b

= - 16 a^{3} + 82 a^{2} b - 9

(\frac{7}{25})^{2} + (\frac{24}{25})^{2}

\frac{3 x ^{3} y ^{- 1} z ^{- 1}}{x ^{- 4} y ^{0} z ^{0}}

\frac{1}{3} + \frac{3}{4}

7 - (- 3)

33 x + 25 = 33 x + 25

What is factor 64a^2b-16a^3+18a^2b-9 ?
The solution to factor 64a^2b-16a^3+18a^2b-9 is -16a^3+82a^2b-9