What is factor a^4c-3bc-a^4+3b ?

The solution to factor a^4c-3bc-a^4+3b is (-1+c)(a^4-3b)

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factor a^4c-3bc-a^4+3b

factor

a^{4} c - 3 b c - a^{4} + 3 b

(- 1 + c) (a^{4} - 3 b)

Solution steps

a^{4} c - 3 b c - a^{4} + 3 b

Factor out common term

a^{4}

= a^{4} (c - 1) - 3 b c + 3 b

Rewrite as

= a^{4} (- 1 + c) - 3 b c + 1 \cdot 3 b

Factor out common term

3 b

= a^{4} (- 1 + c) + 3 b (- c + 1)

Rewrite as

= (- 1 + c) a^{4} - 3 (- 1 + c) b

Factor out common term

(- 1 + c)

= (- 1 + c) (a^{4} - 3 b)

(x^{2} + x)^{2} - 2 x (x + 1) - 3

3 x y + yz - 18 x - 6 z

(x - 7) (x - 7)

v (- 4.4)

f (x) = - x^{12}

What is factor a^4c-3bc-a^4+3b ?
The solution to factor a^4c-3bc-a^4+3b is (-1+c)(a^4-3b)