What is factor 24v-vu-3u+8v^2 ?

The solution to factor 24v-vu-3u+8v^2 is (8v-u)(v+3)

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factor 24v-vu-3u+8v^2

factor

24 v - vu - 3 u + 8 v^{2}

(8 v - u) (v + 3)

Solution steps

24 v - vu - 3 u + 8 v^{2}

Group by common factors

= 8 v^{2} - vu + 24 v - 3 u

= (8 v^{2} - vu) + (24 v - 3 u)

Factor out

v

from

8 v^{2} - vu : v (8 v - u)

Factor out

3

from

24 v - 3 u : 3 (8 v - u)

= v (8 v - u) + 3 (8 v - u)

Factor out common term

8 v - u

= (8 v - u) (v + 3)

x^{5} - x^{4}

\frac{11}{16}

1 0^{- 3.64}

x^{2} - 3 x = 18

\frac{( 3 d ^{- 2} ) ^{- 4}}{3 d ^{10} q}

What is factor 24v-vu-3u+8v^2 ?
The solution to factor 24v-vu-3u+8v^2 is (8v-u)(v+3)