Question

factories a2b+a2c+ab+ac+b2c+c2b

Answer 1

Answer:

(a2+a+bc) (b+c)

Step-by-step explanation:

(a2b+a2c) + (ab+ac) + (b2c+c2b)

a2 (b+c) + a (b+c) + bc (b+c)

(a2+a+bc) (b+c)

:)

Answer 2

=(a2b+a2c)+(ab+bc)+(b2c+c2b)

=a2(b+c)+a(b+c)+bc(b+c)

(a2+a+bc) (b+c)