What is factor 6v^3-16v^2+21v-56 ?

The solution to factor 6v^3-16v^2+21v-56 is (3v-8)(2v^2+7)

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factor 6v^3-16v^2+21v-56

factor

6 v^{3} - 16 v^{2} + 21 v - 56

(3 v - 8) (2 v^{2} + 7)

Solution steps

6 v^{3} - 16 v^{2} + 21 v - 56

= (6 v^{3} - 16 v^{2}) + (21 v - 56)

Factor out

2 v^{2}

from

6 v^{3} - 16 v^{2} : 2 v^{2} (3 v - 8)

Factor out

7

from

21 v - 56 : 7 (3 v - 8)

= 2 v^{2} (3 v - 8) + 7 (3 v - 8)

Factor out common term

3 v - 8

= (3 v - 8) (2 v^{2} + 7)

∣ 2 x + 1 ∣ - 3 > 2

lo g_{9} (27) = b

1 + \frac{5}{3}

s^{2} - 4 s - 12 = 0

(\frac{3 + 41}{2}) x^{2} + (\frac{3 - 41}{2}) = 9

What is factor 6v^3-16v^2+21v-56 ?
The solution to factor 6v^3-16v^2+21v-56 is (3v-8)(2v^2+7)