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Title: DeMoivre's Theorem

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Subject: Miscellaneous
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Date: January 25, 2009
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Length: 1 / 101
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In order to use the theorem to find the nth roots of a complex number, one must convert the complex number a + bi into its polar form: r (cos x + sin x), where r is the modulus of a + bi and r = ?aa2 + b2 . If z = r (cos ?? + i sin ??), then it will have n diverse nth roots, shown as: (for k = 0,1,2,?c,n-1)...

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In order to use the theorem to find the nth roots of a complex number, one must convert the complex number a + bi into its polar form: r (cos x + sin x), where r is the modulus of a + bi and r = ?aa2 + b2 . If z = r (cos ?? + i sin ??), then it will have n diverse nth roots, shown as: (for k = 0,1,2,?c,n-1)...

Showed next 250 characters

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