AN EXAMPLE OF GEOMETRY AND

ADDITION OF COMPLEX NUMBER (-3 - 4i)

TO EACH POINT IN THE GIVEN TRIANGLE

Complex Plane

1. Add (-3 - 4i) + (1 + i) =
                    Graph your answer by changing from (a+bi) to (a, b).

2. Add (-3 - 4i) + (2 + i) =
                    Graph your answer by changing from (a+bi) to (a, b).

3. Add (-3 - 4i) + (2 + 2i) =
                    Graph your answer by changing from (a+bi) to (a, b).

4. Connect the answer points on the graph to show how triangular region R has moved 3 units left and 4 units down.

5. Write a few comments giving your conclusions from
problem 1, 2 and 3.


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

Copyright © 1967 through © 1999 with all rights reserved by William V. Thayer, PedLog