What is factor [(c+d)-a][(c+d)+a] ?

The solution to factor [(c+d)-a][(c+d)+a] is (c+d-a)(c+d+a)

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factor [(c+d)-a][(c+d)+a]

factor

[(c + d) - a] [(c + d) + a]

(c + d - a) (c + d + a)

Solution steps

((c + d) - a) ((c + d) + a)

Remove parentheses:

(a) = a

= (c + d - a) (c + d + a)

2 x (ln (x^{2}) + 1)

2 a c - 2 a d + 3 b c - 3 b d

6^{2} - x - 2

x^{- 1}

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

What is factor [(c+d)-a][(c+d)+a] ?
The solution to factor [(c+d)-a][(c+d)+a] is (c+d-a)(c+d+a)