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Complex Roots and Cubic Graphs
Author:
KJ
,
Steve Phelps
Drag the RED point (which is the real root) or the BLUE point (which is one of the complex conjugate roots) Notice how the cubic graph changes.
GeoGebra
New Resources
alg2_05_05_04_applet_exp_fxn_flvs
aperiodic monotile construction_step by step
Finding Average Rate of Change of a Function
Divisible Polynomials - Remainder and Factor Theorems
Average Rate of Change: Graph a Function (1)
Discover Resources
insidecurve2
G.GPE.B.4 & G.GPE.B.7 Identify the Quadrilateral
isosceles investigation
Shield
G.GCI.2 Angle From 2 Secants (V2)
Discover Topics
Arithmetic Mean
Geometric Mean
Algebra
Parabola
Derivative