ap calculus - justifying frqs: mvt, ivt & derivatives

timestamps

• 0:00

  Introduction and Agenda

• 0:32

  Justifying Answers Overview

• 1:02

  Types of FRQs

• 2:04

  Derivative Reminders

• 3:05

  Concavity and Inflection

• 3:37

  Justifying Continuity

• 4:08

  Riemann Sums Review

• 5:11

  Riemann Sum Examples

• 5:41

  Trapezoidal Approximations

• 6:43

  Theorems Introduction

• 8:14

  Intermediate Value Theorem

• 9:17

  Extreme Value Theorem

• 10:19

  Mean Value Theorem

• 11:55

  Rolle's Theorem

• 13:31

  Justification Tips

• 15:06

  In and Out Practice

• 18:47

  Graph of Derivative Practice

• 20:21

  Decreasing and Concave Down

• 25:31

  Absolute Minimum Calculation

• 27:03

  Finding f(0)

• 30:14

  Integral Setup

• 34:27

  Finding f(4)

• 37:33

  Student Practice Session

• 39:07

  Reviewing Min/Max Responses

• 43:16

  Inflection Points Practice

• 47:56

  Resources and Wrap-Up