What is factor (ac-a)-(bc+b)+(c^2-c) ?

The solution to factor (ac-a)-(bc+b)+(c^2-c) is ac-a-b(c+1)+c^2-c

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factor (ac-a)-(bc+b)+(c^2-c)

factor

(a c - a) - (b c + b) + (c^{2} - c)

a c - a - b (c + 1) + c^{2} - c

Solution steps

(a c - a) - (b c + b) + (c^{2} - c)

Remove parentheses:

(a) = a

= a c - a - (b c + b) + c^{2} - c

- (b c + b) = - b (c + 1)

= a c - a - b (c + 1) + c^{2} - c

e^{- 20 t - 20 c}

(a - 1) + (a - 1)^{'}

\frac{40 10 - 85}{6}

(x - 0.3 x) - 0.4 (x - 0.3 x)

(3 x + 4)^{-} (2)

What is factor (ac-a)-(bc+b)+(c^2-c) ?
The solution to factor (ac-a)-(bc+b)+(c^2-c) is ac-a-b(c+1)+c^2-c