South Carolina Standards Alignments

SC Standards Alignments

PC.NCNS.4 - Graph complex numbers on the complex plane in rectangular and polar form and explain why the rectangular and polar forms of a given complex number represent the same number.

Title	Description	Curriculum Nodes
Math Example--Complex Numbers--Multiplying and Dividing Complex Numbers--Example 4	Math Example--Complex Numbers--Multiplying and Dividing Complex Numbers--Example 4	Numerical and Algebraic Expressions
Math Example--Complex Numbers--Multiplying and Dividing Complex Numbers--Example 5	Math Example--Complex Numbers--Multiplying and Dividing Complex Numbers--Example 5	Numerical and Algebraic Expressions
Math Example--Complex Numbers--Multiplying and Dividing Complex Numbers--Example 6	Math Example--Complex Numbers--Multiplying and Dividing Complex Numbers--Example 6	Numerical and Algebraic Expressions
Math Example--Complex Numbers--Multiplying and Dividing Complex Numbers--Example 7	Math Example--Complex Numbers--Multiplying and Dividing Complex Numbers--Example 7	Numerical and Algebraic Expressions
Math Example--Complex Numbers--Multiplying and Dividing Complex Numbers--Example 8	Math Example--Complex Numbers--Multiplying and Dividing Complex Numbers--Example 8	Numerical and Algebraic Expressions
Math Example--Complex Numbers--Multiplying and Dividing Complex Numbers--Example 9	Math Example--Complex Numbers--Multiplying and Dividing Complex Numbers--Example 9	Numerical and Algebraic Expressions
Quizlet Flash Cards: Plotting Complex Numbers	In this set of Quizlet flash cards test understanding of graphs of complex numbers. Note: The download is the teacher's guide for using Media4Math's Quizlet Flash Cards.	Numerical and Algebraic Expressions