Complex Numbers & Trig
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|Complex Numbers and the Distributive Law for Complex Numbers, offering a short way to reach and explain trigonometry, the Pythagorean theorem, trig formulas for dot- and cross-products, the cosine law, and a converse to the Pythagorean theorem. A geometric story describes the complex numbers, or what mathematicians since Gauss in the 1840's have regarded as the complex numbers, providing a confirmation of the law of signs for real numbers. With an applet that illustrates operations with complex numbers.|
|Levels:||High School (9-12), College|
|Resource Types:||Books, Web Interactive/Java|
|Math Topics:||Basic Algebra, Imaginary/Complex Numbers, Coordinate Plane Geometry, Trigonometry|
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