timestamps

• 0:00

  Introduction to Cram Session

• 0:36

  Upcoming Sessions Overview

• 1:10

  Tabular FRQs Explained

• 2:12

  Estimating Derivatives

• 3:14

  Twice Differentiable Functions

• 4:17

  Key Calculus Theorems

• 5:20

  Two-Point Slope Calculation

• 6:56

  Estimating Integrals

• 7:29

  Left Riemann Sum

• 9:03

  Heights and Bases

• 10:35

  Integral Properties

• 11:37

  Splitting Integrals

• 13:10

  Fundamental Theorem Application

• 15:45

  Notational Integrals

• 16:17

  U-Substitution Example

• 18:19

  Integral with 2x Twist

• 19:52

  Setting Up Substitution

• 21:58

  Changing Bounds

• 24:02

  Antiderivative Evaluation

• 26:05

  Tangent Line Equation

• 27:38

  Linear Approximation

• 29:14

  Point-Slope Form

• 31:18

  Approximating Values

• 32:53

  Concavity and Estimates

• 35:32

  Underestimate Explanation

• 37:02

  Mean Value Theorem

• 39:53

  MVT Conditions

• 41:26

  Second Derivative Application

• 44:04

  Piecewise Function Analysis

• 45:09

  Continuity Check

• 47:45

  Differentiability Test

• 50:21

  Derivative Limits

• 52:30

  Resource Worksheet Overview

• 53:34

  Worksheet Parts A-D

• 55:38

  BC Calculus Topics

• 57:09

  Exam Time Expectations

• 58:46

  Notation Advice

• 1:00:20

  Upcoming Sessions

• 1:00:51

  Closing Remarks