AN EXAMPLE FOR GEOMETRY AND

CONJUGATION OF COMPLEX NUMBERS

Complex Plane

1. Conjugate A, B and C, each vertex point's complex number, by changing (a + bi) to (a - bi) for each vertex complex number c = a+bi. Graph your results above.

2. Connect the answer points on the graph to show how triangular region R has revolved about the x axis.

3. Write a few comments giving your conclusions from problem 1 and 2 and note that you are not going to see the letter R if it was "painted on" the triangular region R front side.


Complex Number Addition and Geometry
Complex Number Multiplication and Geometry
Complex Number Arithmetic and Geometry
WT'S MATH COLLECTION

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