What is factor ab^2-bc^2-ab+c^2 ?

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

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factor ab^2-bc^2-ab+c^2

factor

a b^{2} - b c^{2} - ab + c^{2}

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

Solution steps

a b^{2} - b c^{2} - ab + c^{2}

Factor

a b^{2} - ab : ba (b - 1)

Factor

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

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

Rewrite as

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

Factor out common term

(- 1 + b)

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

C_{1} e^{x} + C_{2} x e^{x}

4 (x)^{3}

2 e^{t} \cdot cos (t) - 2 e^{t}

x^{2} - 3 (x + 6)

a^{2 x - x^{3}}

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