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8E Practice Writing Conclusions New
MathLectures
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200 видео с канала:
MathLectures
8E Practice Writing Conclusions New
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9 2 1 Introduction and Proof for Angle Sum Identities
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9 2 6 Selected Homework Problems 18, 50
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9 2 5 Verifying Identities with Sum and Difference Formulas
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9 2 4 Finding Exact Values with Sum and Difference Identities Tangent
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9 2 3 Finding Exact Values with Sum and Difference Identities Sine
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9 2 2 Finding Exact Values with Sum and Difference Identities Cosine
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3 7 4 Examples of Present Value with Integrals
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3 7 5 Some Homework Problems 2
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3 7 3 Present Value of Continuous Income Streams
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3 7 2 Finding Consumer and Producer Surplus
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3 7 1 Consumer and Producer Surplus
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3 4 5 Some Homework Problems 4, 7, 9
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3 4 4 Substitution for Definite Integrals
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3 4 3 When Not to Do Substitution Integrals
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3 4 2 Practicing Integrals with Substitution
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3 4 1 What is Substitution
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3 3 5 Some Homework Problems 6, 10, 20
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3 3 4 Some Applications of Antiderivatives
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3 3 3 Antiderivatives with the FTC
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3 3 2 Practice with Simple Antiderivatives
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3 3 1 Basic Antiderivative Formulas
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3 2 3 Antiderivatives Graphically
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3 2 4 Some Homework Problems 3, EHW 4
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3 2 2 Antiderivatives
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3 2 1 The Fundamental Theorem of Calculus
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3.1.8 Some Homework Problems (1, 8, 15)
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3.1.7 Integrals in Life and Business
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3.1.6 Integrals with Desmos
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3.1.5 Examples Using Signed Area
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3.1.4 Signed Area
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3 1 3 Examples of Definite Integrals
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3 1 2 The Definite Integral
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3 1 1 What Area Under a Curve Represents
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8G Comparison with Confidence Intervals
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8F – A Full Example of Hypothesis Testing
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8D Step 4 & 5 Testing a p Value and Writing a Conclusion
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8C Steps 2 & 3 The Sampling Distribution
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8B Step 1 Null and Alternative Hypotheses
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8A Introduction to Hypothesis Tests for Proportions
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8E – Practice Writing Conclusions
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2 10 4 Some Homework Problems 7 Paper, 5 Online
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2 10 3 Interpreting Elasticity of Demand
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2 10 2 Finding Elasticity of Demand
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2 10 1 What is Elasticity of Demand
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2 9 6 Some Homework Problems 14, 18
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2 9 5 Minimizing Average Cost
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2 9 4 Maximizing Profit
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2 9 2 Maximizing Area Example
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2 9 1 How to Optimize an Application Problem
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2 9 3 Optimization with a Demand Function
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2 7 9 Some Homework Problems 1, 19
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2 7 8 Global Extrema Some Examples
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2 7 7 Global Extrema
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2 7 6 Using the Second Derivative Test
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2 7 5 The Second Derivative Test
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2 7 4 Using the First Derivative Test
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2 7 3 The First Derivative Test
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2 7 2 Finding Critical Points
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2 7 1 What are Extrema
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2 6 4 Some Homework Problems 1, 14, 21
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2 6 3 Inflection Points
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2 6 2 The Second Derivative
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2 6 1 Increasing, Decreasing, and Concavity
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2 5 12 Some Homework Problems 7, 27, 35
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2 5 11 Where Derivatives Don't Exist
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2 5 10 Derivatives of Messy Functions
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2 5 9 The Chain Rule more examples
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2 5 8 The Chain Rule
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2 5 7 More Examples with Product and Quotient Rules
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2 5 6 Some Homework Problems 3, 8, 19
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2 5 5 Product and Quotient Rules
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2 5 4 Derivatives and Business
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2 5 3 Finding Equations of Tangent Lines
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2 5 2 Using Derivative Rules
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2 5 1 Basic Formulas for Derivatives
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2 4 5 Rates in Real Life Examples
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2 4 4 Graphical Interpretations of Business Math
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2 4 3 Demand, Marginal Cost, and More
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2 4 2 A Business Example
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2 4 1 Different Kinds of Rates
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7D - Practice Constructing a Confidence Interval for a Proportion
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7E Finding an Ideal Sample Size
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7C Finding Critical Z Scores
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7B Wording Conclusions
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7A Introduction to Confidence Intervals for Proportions
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6F Practice with a Sampling Distribution of Proportions
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6E Properties of a Sampling Distribution of Proportions
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6D Sampling Distribution of Proportions
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6C Practice with a Sampling Distribution of Means
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6B Properties of a Sampling Distribution of Means
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6A Sampling Distribution of Means
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2 3 5 Some Homework Problems 3, 12
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2 3 4 Finding graphs of derivatives
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2 3 3 The Derivative as a Function
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2 3 2 Definition of the Derivative
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2 3 1 Finding Slopes of Tangent Lines
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2 2 5 Some Homework Problems 1, 9c, 9e
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2 2 4 Continuity
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2 2 3 One Sided Limits
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2 2 2 Limits with tables and graphs
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2 2 1 The idea of a limit
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2 1 4 Example Problems 1, 7
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2 1 3 Tangent Lines
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2 1 2 Instantaneous Velocity and secant lines
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2 1 1 Position and Velocity
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5C Finding Probabilities using GeoGebra
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5D Percentiles and Cutoff Values
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5E The Standard Normal Model, Z
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5B – Using the Empirical Rule
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5F – Examples – The Standard Normal Model
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5A The Normal Model
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4F – Binomial Practice
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4E The Binomial Distribution
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4D – Bernoulli Trials Geometric distributions
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4C Discrete Random Variables Practice
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4B Finding Standard Deviations with Google Sheets
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4A Discrete Random Variables
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3H More Practice
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3G Conditional Probability
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3F Multiplication Rule for Probability
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3E Addition Rule for Probability
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3D Basic Rules of Probability
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3C Probability Definitions
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3B Displaying Two Categorical Variables – Contingency Tables
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3A Displaying Categorical Variables
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2I Technology Summarizing Numerical Data GeoGebra
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2H Boxplots
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2G Median and IQR
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2F Practicing with Standard Deviation
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2E Standard Deviation
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2D How is the Mean Affected
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2C Measures of Central Tendency
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2B Describing the Shape of Graphs
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2A Graphs of Numerical Data
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1E Experiment Example
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1F Sampling Methods
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1D Observational Studies and Experiments
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1C Analyzing Data
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1B Reading Data
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1A Introduction
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2 1 2 Solving Systems by Graphing FIXED
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6 4 2 Finding Remaining Loan Balance
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6 4 1 Conventional Loans
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6 3 2 More Examples of Payout Annuities
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6 3 1 Payout Annuities
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6 2 2 Examples with annuities
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6 2 1 What is a savings annuity
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6 1 3 APY
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6 1 2 APR and Compound Interest
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5 3 1 Population Models
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5 3 4 Log Scales Examples
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5 3 3 What are Log Scales
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5 3 2 Doubling Time
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6 1 1 Simple Interest
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5 2 7 Solving Logarithmic Equations
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5 2 3 Graphs of Logarithms
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5 2 4 Properties of Logarithms Part 1
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5 2 5 Solving Exponential Equations
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5 2 6 Properties of Logarithms Part 2
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5 2 1 What is a Logarithm
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5 2 2 Common and Natural Logarithms
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5 1 6 More Practice Homework Problems
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5 1 2 Practice with Exponential Functions
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5 1 5 Continuous Growth
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5 1 3 Finding Equations of Exponential Functions
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5 1 4 Graphs of Exponentials
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5 1 1 What is an exponential function
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4 3 7 Matching Rational Functions to Graphs
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4 3 6 Intercepts of Rational Functions
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4 3 5 Applications of Rational Functions
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4 3 4 Horizontal Asymptotes
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4 3 3 Holes
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4 3 2 Rational Functions and Vertical Asymptotes
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4 3 1 Average Cost
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4 2 4 Graphical Behavior of Polynomials
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4 2 3 Intercepts of Polynomials
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4 2 5 Applications of Polynomials
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4 2 6 More Practice Homework Problems
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4 2 2 Long Run Behavior of Polynomials
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4 2 1 What are Polynomials
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4 1 4 Maximizing Revenue or Profit
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4 1 5 Intercepts of Quadratics
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4 1 7 More Practice HW Problems
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4 1 6 The Quadratic Formula
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4 1 3 Applications of Quadratics
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4 1 2 Practice with Vertex and Standard Form for Quadratics
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4 1 1 Vertex and Standard Form
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3 5 5 A Harder Setup Problem Linear Programming
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3 5 4 Try it Now
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3 5 3 A Minimization Problem
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3 5 2 Another Linear Programming Example
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3 5 1 Applications of Linear Programming
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3 3 2 Solving Linear Programs Graphically
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3 3 5 More Practice HW Problems
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3 3 4 Even MORE Examples
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3 3 3 More Examples
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3 3 1 Intro to Linear Programming
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3 2 5 More Practice HW Problems
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3 2 4 More Examples
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Канал: MathLectures
8E Practice Writing Conclusions New
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9 2 1 Introduction and Proof for Angle Sum Identities
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9 2 6 Selected Homework Problems 18, 50
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9 2 5 Verifying Identities with Sum and Difference Formulas
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9 2 4 Finding Exact Values with Sum and Difference Identities Tangent
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9 2 3 Finding Exact Values with Sum and Difference Identities Sine
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9 2 2 Finding Exact Values with Sum and Difference Identities Cosine
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3 7 4 Examples of Present Value with Integrals
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3 7 5 Some Homework Problems 2
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3 7 3 Present Value of Continuous Income Streams
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3 7 2 Finding Consumer and Producer Surplus
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3 7 1 Consumer and Producer Surplus
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3 4 5 Some Homework Problems 4, 7, 9
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3 4 4 Substitution for Definite Integrals
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3 4 3 When Not to Do Substitution Integrals
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3 4 2 Practicing Integrals with Substitution
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3 4 1 What is Substitution
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3 3 5 Some Homework Problems 6, 10, 20
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3 3 4 Some Applications of Antiderivatives
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3 3 3 Antiderivatives with the FTC
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3 3 2 Practice with Simple Antiderivatives
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3 3 1 Basic Antiderivative Formulas
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3 2 3 Antiderivatives Graphically
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3 2 4 Some Homework Problems 3, EHW 4
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3 2 2 Antiderivatives
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3 2 1 The Fundamental Theorem of Calculus
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3.1.8 Some Homework Problems (1, 8, 15)
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3.1.7 Integrals in Life and Business
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3.1.6 Integrals with Desmos
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3.1.5 Examples Using Signed Area
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3.1.4 Signed Area
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3 1 3 Examples of Definite Integrals
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3 1 2 The Definite Integral
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3 1 1 What Area Under a Curve Represents
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8G Comparison with Confidence Intervals
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8F – A Full Example of Hypothesis Testing
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8D Step 4 & 5 Testing a p Value and Writing a Conclusion
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8C Steps 2 & 3 The Sampling Distribution
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8B Step 1 Null and Alternative Hypotheses
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8A Introduction to Hypothesis Tests for Proportions
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8E – Practice Writing Conclusions
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2 10 4 Some Homework Problems 7 Paper, 5 Online
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2 10 3 Interpreting Elasticity of Demand
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2 10 2 Finding Elasticity of Demand
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2 10 1 What is Elasticity of Demand
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2 9 6 Some Homework Problems 14, 18
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2 9 5 Minimizing Average Cost
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2 9 4 Maximizing Profit
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2 9 2 Maximizing Area Example
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2 9 1 How to Optimize an Application Problem
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2 9 3 Optimization with a Demand Function
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2 7 9 Some Homework Problems 1, 19
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2 7 8 Global Extrema Some Examples
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2 7 7 Global Extrema
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2 7 6 Using the Second Derivative Test
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2 7 5 The Second Derivative Test
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2 7 4 Using the First Derivative Test
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2 7 3 The First Derivative Test
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2 7 2 Finding Critical Points
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2 7 1 What are Extrema
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2 6 4 Some Homework Problems 1, 14, 21
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2 6 3 Inflection Points
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2 6 2 The Second Derivative
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2 6 1 Increasing, Decreasing, and Concavity
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2 5 12 Some Homework Problems 7, 27, 35
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2 5 11 Where Derivatives Don't Exist
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2 5 10 Derivatives of Messy Functions
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2 5 9 The Chain Rule more examples
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2 5 8 The Chain Rule
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2 5 7 More Examples with Product and Quotient Rules
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2 5 6 Some Homework Problems 3, 8, 19
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2 5 5 Product and Quotient Rules
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2 5 4 Derivatives and Business
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2 5 3 Finding Equations of Tangent Lines
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2 5 2 Using Derivative Rules
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2 5 1 Basic Formulas for Derivatives
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2 4 5 Rates in Real Life Examples
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2 4 4 Graphical Interpretations of Business Math
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2 4 3 Demand, Marginal Cost, and More
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2 4 2 A Business Example
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2 4 1 Different Kinds of Rates
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7D - Practice Constructing a Confidence Interval for a Proportion
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7E Finding an Ideal Sample Size
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7C Finding Critical Z Scores
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7B Wording Conclusions
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7A Introduction to Confidence Intervals for Proportions
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6F Practice with a Sampling Distribution of Proportions
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6E Properties of a Sampling Distribution of Proportions
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6D Sampling Distribution of Proportions
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6C Practice with a Sampling Distribution of Means
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6B Properties of a Sampling Distribution of Means
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6A Sampling Distribution of Means
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2 3 5 Some Homework Problems 3, 12
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2 3 4 Finding graphs of derivatives
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2 3 3 The Derivative as a Function
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2 3 2 Definition of the Derivative
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2 3 1 Finding Slopes of Tangent Lines
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2 2 5 Some Homework Problems 1, 9c, 9e
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2 2 4 Continuity
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2 2 3 One Sided Limits
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2 2 2 Limits with tables and graphs
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2 2 1 The idea of a limit
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2 1 4 Example Problems 1, 7
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2 1 3 Tangent Lines
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2 1 2 Instantaneous Velocity and secant lines
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2 1 1 Position and Velocity
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5C Finding Probabilities using GeoGebra
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5D Percentiles and Cutoff Values
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5E The Standard Normal Model, Z
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5B – Using the Empirical Rule
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5F – Examples – The Standard Normal Model
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5A The Normal Model
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4F – Binomial Practice
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4E The Binomial Distribution
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4D – Bernoulli Trials Geometric distributions
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4C Discrete Random Variables Practice
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4B Finding Standard Deviations with Google Sheets
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4A Discrete Random Variables
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3H More Practice
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3G Conditional Probability
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3F Multiplication Rule for Probability
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3E Addition Rule for Probability
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3D Basic Rules of Probability
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3C Probability Definitions
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3B Displaying Two Categorical Variables – Contingency Tables
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3A Displaying Categorical Variables
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2I Technology Summarizing Numerical Data GeoGebra
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2H Boxplots
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2G Median and IQR
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2F Practicing with Standard Deviation
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2E Standard Deviation
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2D How is the Mean Affected
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2C Measures of Central Tendency
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2B Describing the Shape of Graphs
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2A Graphs of Numerical Data
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1E Experiment Example
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1F Sampling Methods
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1D Observational Studies and Experiments
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1C Analyzing Data
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1B Reading Data
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1A Introduction
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2 1 2 Solving Systems by Graphing FIXED
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6 4 2 Finding Remaining Loan Balance
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6 4 1 Conventional Loans
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6 3 2 More Examples of Payout Annuities
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6 3 1 Payout Annuities
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6 2 2 Examples with annuities
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6 2 1 What is a savings annuity
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6 1 3 APY
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6 1 2 APR and Compound Interest
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5 3 1 Population Models
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5 3 4 Log Scales Examples
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5 3 3 What are Log Scales
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5 3 2 Doubling Time
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6 1 1 Simple Interest
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5 2 7 Solving Logarithmic Equations
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5 2 3 Graphs of Logarithms
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5 2 4 Properties of Logarithms Part 1
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5 2 5 Solving Exponential Equations
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5 2 6 Properties of Logarithms Part 2
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5 2 1 What is a Logarithm
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5 2 2 Common and Natural Logarithms
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5 1 6 More Practice Homework Problems
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5 1 2 Practice with Exponential Functions
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5 1 5 Continuous Growth
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5 1 3 Finding Equations of Exponential Functions
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5 1 4 Graphs of Exponentials
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5 1 1 What is an exponential function
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4 3 7 Matching Rational Functions to Graphs
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4 3 6 Intercepts of Rational Functions
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4 3 5 Applications of Rational Functions
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4 3 4 Horizontal Asymptotes
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4 3 3 Holes
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4 3 2 Rational Functions and Vertical Asymptotes
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4 3 1 Average Cost
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4 2 4 Graphical Behavior of Polynomials
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4 2 3 Intercepts of Polynomials
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4 2 5 Applications of Polynomials
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4 2 6 More Practice Homework Problems
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4 2 2 Long Run Behavior of Polynomials
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4 2 1 What are Polynomials
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4 1 4 Maximizing Revenue or Profit
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4 1 5 Intercepts of Quadratics
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4 1 7 More Practice HW Problems
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4 1 6 The Quadratic Formula
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4 1 3 Applications of Quadratics
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4 1 2 Practice with Vertex and Standard Form for Quadratics
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4 1 1 Vertex and Standard Form
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3 5 5 A Harder Setup Problem Linear Programming
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3 5 4 Try it Now
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3 5 3 A Minimization Problem
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3 5 2 Another Linear Programming Example
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3 5 1 Applications of Linear Programming
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3 3 2 Solving Linear Programs Graphically
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3 3 5 More Practice HW Problems
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3 3 4 Even MORE Examples
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3 3 3 More Examples
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3 3 1 Intro to Linear Programming
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3 2 5 More Practice HW Problems
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3 2 4 More Examples
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