Definition of Complex Numbers

Gauss proved that all roots of any algebraic equation are "numbers" of the form a + bi, where a and b are real numbers and i is the square root of -1. These "numbers" were called complex.
In other words, where i is the imaginary unit. The standard form is: a + bi. i has been defined as:
i^1 i
i^2 -1
i^3 -i
i^4 1
Afterwards, the pattern repeats itself.
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