What is factor p(x-1)-b(1-x)+cx+c ?

The solution to factor p(x-1)-b(1-x)+cx+c is p(x-1)+b(x-1)+cx+c

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factor p(x-1)-b(1-x)+cx+c

factor

p (x - 1) - b (1 - x) + c x + c

p (x - 1) + b (x - 1) + c x + c

Solution steps

p (x - 1) - b (1 - x) + c x + c

Factor

- x + 1 : - (x - 1)

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

Apply rule

- (- a) = a

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

\frac{x - 6}{x ^{2} - 36}

(4 - 4 i)^{15}

x^{3 a} - 2 7^{6 b}

9 x k - 4 y k - 9 x h + 4 y h

2 e f + 4 e + 18 f + 36

What is factor p(x-1)-b(1-x)+cx+c ?
The solution to factor p(x-1)-b(1-x)+cx+c is p(x-1)+b(x-1)+cx+c