Difference of squares gives which complex factors for the expression x^2+3

asked Mar 9, 2021 34.2k views

2 votes

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5 votes

Answer:

(x+i
$\sqrt{3)$ (x-i
$\sqrt3$ )

Explanation:

Moiz Farooq answered Mar 11, 2021

4.7k points

7 votes

Answer:

(x-i√(3))(x+i√(3))

Explanation:

Written as a difference of squares, the expression is ...

$x^2 -(√(-3))^2=\boxed{(x-i√(3))(x+i√(3))}$

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