AN EXAMPLE OF GEOMETRY
WITH COMPLEX NUMBER (a + bi) ARITHMETIC
How would you show that the 45 degree angles of the right triangle, R, are congruent using complex number arithmetic? Assume that you do not know these two angles are 45 degrees. Assume that "congruent" means the parts, in this case angles, "fit on each other".
Complex Number Addition and Geometry
Complex Number Multiplication and Geometry
Complex Number Conjugation and Geometry
Complex Number Arithmetic and Geometry
WT'S MATH COLLECTION