3. Moivre and Euler formulas

The product formula [relation (12) ] extends to raising to an integer power:

(ρe ^jθ ) ⁿ = ρ ⁿ e ^{jn θ}

it remains valid for n negative integer or fractional ( n ∊ $ℚ$ ) when n is fractional, take into account that θ is defined modulo 2π

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Moivre and Euler formulas

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