What is factor a+b+((a*b)+1) ?

The solution to factor a+b+((a*b)+1) is (1+b)(a+1)

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factor a+b+((a*b)+1)

factor

a + b + ((a \cdot b) + 1)

(1 + b) (a + 1)

Solution steps

a + b + ((ab) + 1)

Remove parentheses:

(a) = a

= a + b + ab + 1

Factor out common term

a

= a (1 + b) + b + 1

Rewrite as

= (1 + b) a + 1 \cdot (1 + b)

Factor out common term

(1 + b)

= (1 + b) (a + 1)

[- 4.6]

[- 4.2]

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

(x - 11)^{3} + 8

\frac{x ^{2} - 3 x - 54}{x - 9}

What is factor a+b+((a*b)+1) ?
The solution to factor a+b+((a*b)+1) is (1+b)(a+1)