Use symmetry as a graphing aid and point-plot the given equations. y = x29 - x2

Section 2.3 "Special Matrices", Powers & Non-Properties Definition of the Identity Matrix-- The identity matrix is a square matrix where the entries in the main diagonal are 1's and all other entries are 0's. Notation: I nis the n X n identity matrix. Examples 10  I2=   01  100    I3 =010  001   00 0100 I4=  10    01 Property of the Identity Matrix: If A is an m X n matrix then Im A = A A In= A Example