In this activity, Anna determined intervals of increasing and decreasing along with points of relative maximum and relative minimum. She also used second derivatives to determine intervals of concavity.
In this activity, Anna completed an exercise where she determines that the intermediate value theorem holds true for various polynomial and rational functions.
In this activity, Anna determined equations of tangent lines and lines normal to a curve. She also completed an exercise on determining critical points. Critical points are important to determine intervals of increasing and decreasing and concavity.
In this activity, Anna continued to work on indefinite and definite integration. She is now working on the last method of integration which is called U substitution.
In this activity, Anna worked with the indefinite integration and she began her work with the definite integral. All definite integration was backed up with the definite integral app on the graphing calculator.
In this activity, Anna began her work with indefinite integration using just the power rule. We started with the calculator and the definite integral app. We also, with the use of the calculator, discussed basic properties of integration.
In this activity, Anna first Analyzed Rectilinear motion problems using position, velocity, and acceleration functions. She analyzed two polynomial functions for increasing and decreasing and relative max and min. She also determined concavity and points of inflection.
In this activity, Anna continued with her review of derivatives using; power, product, quotient, and chain rules. She again determined equations of tangent lines.
