What is factor [(a+b)+1]*[(a+b)-1] ?

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

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factor [(a+b)+1]*[(a+b)-1]

factor

[(a + b) + 1] \cdot [(a + b) - 1]

(a + b + 1) (a + b - 1)

Solution steps

((a + b) + 1) ((a + b) - 1)

Remove parentheses:

(a) = a

= (a + b + 1) (a + b - 1)

16 (y + 3)^{2} - 40 (y + 3) + 25

5 e^{2} - 2 e - 7

ln (2 + 2 i)

10 x + 10 y - b x - b y

- (7)

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