What is factor ab^2+ac^2+bc^2+a^2b ?

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

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factor ab^2+ac^2+bc^2+a^2b

factor

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

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

Solution steps

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

Factor

a b^{2} + b c^{2} : b (ab + c^{2})

Factor

a c^{2} + a^{2} b : a (c^{2} + ab)

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

Factor out common term

(c^{2} + ab)

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

\frac{x ^{2} + 7 x}{10}

x^{0.54} - x^{1.2}

10 z + 4 z

tan^{2} (x) + 5 tan (x) + 6

θ (1.67)

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