Graphing Complex Numbers by tmoorehead
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This example demonstrates the geometric representation and transformation of complex numbers in the complex plane. It involves core mathematical concepts such as complex numbers, complex plane, modulus, argument, and transformations. The construction uses GeoGebra commands/objects like text1, button1, P, text2, A, B, C, D, E, F, G, H, I, J, n, text1_1, text1_2, text1_3, text1_4, text1_5, text1_6, text1_7, text1_8, text1_9, button2, a, text3, text4 for interactive plotting and demonstration. It is suitable for high school mathematics teaching to understand the geometric meaning and properties of complex numbers.
GeoGebra Commands & Parameters
Point P(1, 3)Point A(6, -2)Point B(1, 1)(-3, -4)Point D(7, 4)Point E(-5, 1)Point F(4, -3)Point G(7, 0)Point H(0, 2)Point I(-1, 0)Point J(0, -5)Numeric n(1)false