Канал: Chris Chappa

MATH 1332 10.6.5 - Another Example of Expected Value

MATH 1332 10.6.5 - Another Example of Expected Value

MATH 1332 10.6.4 - Expected Value of an Event

MATH 1332 10.6.4 - Expected Value of an Event

MATH 1332 10.6.3 - Converting from Odds to Probability

MATH 1332 10.6.3 - Converting from Odds to Probability

MATH 1332 10.6.2 - Converting from Probability to Odds

MATH 1332 10.6.2 - Converting from Probability to Odds

MATH 1332 10.6.1 - Odds in Favor Of and Odds Against an Event

MATH 1332 10.6.1 - Odds in Favor Of and Odds Against an Event

Section 12.2 Question 26

Section 12.2 Question 26

Section 12.2 Question 22

Section 12.2 Question 22

Section 12.2 Question 20

Section 12.2 Question 20

Section 12.2 Question 16

Section 12.2 Question 16

Section 12.2 Question 14

Section 12.2 Question 14

Section 12.2 Question 10

Section 12.2 Question 10

Section 12.2 Question 06

Section 12.2 Question 06

Section 12.2 Question 02

Section 12.2 Question 02

MATH 2415: Video 10.8.2 - Example of Arc Length

MATH 2415: Video 10.8.2 - Example of Arc Length

MATH 2415: Video 10.8.4 - Parametrizing a Curve as a Function of Arc Length

MATH 2415: Video 10.8.4 - Parametrizing a Curve as a Function of Arc Length

MATH 2415: Video 10.8.1 - Arc Length: From Two to Three Dimensions

MATH 2415: Video 10.8.1 - Arc Length: From Two to Three Dimensions

MATH 2415: Video 10.8.3 - The Arc Length Function

MATH 2415: Video 10.8.3 - The Arc Length Function

MATH 2415: Video 10.4.3 - Calculating a Cross Product using Matrices

MATH 2415: Video 10.4.3 - Calculating a Cross Product using Matrices

MATH 2415: Video 10.4.2 - Example of Calculating a Cross Product

MATH 2415: Video 10.4.2 - Example of Calculating a Cross Product

MATH 2415: Video 10.4.1 - Defining the Cross Product

MATH 2415: Video 10.4.1 - Defining the Cross Product

MATH 2415: Video 10.1.6 - Inequalities in Three Dimensions

MATH 2415: Video 10.1.6 - Inequalities in Three Dimensions

MATH 2415: Video 10.1.5 - Equations of Spheres

MATH 2415: Video 10.1.5 - Equations of Spheres

MATH 2415: Video 10.1.4 - Distance and Midpoint Formulas

MATH 2415: Video 10.1.4 - Distance and Midpoint Formulas

MATH 2415: Video 10.1.3 - Projections

MATH 2415: Video 10.1.3 - Projections

MATH 2415: Video 10.1.2 - Equations of Certain Planes

MATH 2415: Video 10.1.2 - Equations of Certain Planes

MATH 2415: Video 10.1.1 - Three-Dimensional Space, The Right Hand Rule

MATH 2415: Video 10.1.1 - Three-Dimensional Space, The Right Hand Rule

WSOP DAY 1: FIRST BREAK UPDATE… GOT SOME WORK TO DO!

WSOP DAY 1: FIRST BREAK UPDATE… GOT SOME WORK TO DO!

WSOP DAY 1: LET’S GO!!!

WSOP DAY 1: LET’S GO!!!

WSOP DAY 1: T MINUS 30 MINUTES

WSOP DAY 1: T MINUS 30 MINUTES

WSOP DAY 1: T MINUS 2 HOURS

WSOP DAY 1: T MINUS 2 HOURS

WSOP DAY 0: JUST A FEW PLAYERS…

WSOP DAY 0: JUST A FEW PLAYERS…

WSOP DAY 0: REGISTRATION

WSOP DAY 0: REGISTRATION

A SIGN OF GOOD THINGS TO COME???

A SIGN OF GOOD THINGS TO COME???

FLIGHT DELAY? OR OPPORTUNITY?

FLIGHT DELAY? OR OPPORTUNITY?

WSOP HERE I COME! NO EXPENSE SPARED!!!

WSOP HERE I COME! NO EXPENSE SPARED!!!

How To Multiply Two 2-Digit Numbers Mentally [NOTE: Audio from included YT video did not record!]

How To Multiply Two 2-Digit Numbers Mentally [NOTE: Audio from included YT video did not record!]

6.5.2 Cramer's Rule - 2x2 Determinants

6.5.2 Cramer's Rule - 2x2 Determinants

6.5.1 Cramer's Rule - Efficiently Representing a General 2x2 System's Solution

6.5.1 Cramer's Rule - Efficiently Representing a General 2x2 System's Solution

6.5.5 Cramer's Rule - What Happens When The Denominator Is Zero?

6.5.5 Cramer's Rule - What Happens When The Denominator Is Zero?

6.5.4 Cramer's Rule - Using Cramer's Rule to Solve a 2x2 System

6.5.4 Cramer's Rule - Using Cramer's Rule to Solve a 2x2 System

6.5.3 Cramer's Rule - Cramer's Rule

6.5.3 Cramer's Rule - Cramer's Rule

Andrew Bridges help HW 8.4 Question 24

Andrew Bridges help HW 8.4 Question 24

MATH 2312 - Wrapping Up HW 12 (3/29/23)

MATH 2312 - Wrapping Up HW 12 (3/29/23)

MATH 2414 Section 6.3 Question 23

MATH 2414 Section 6.3 Question 23

MATH 2414 Section 6.3 Questions 27 (sort of) and 35

MATH 2414 Section 6.3 Questions 27 (sort of) and 35

MATH 2414 Section 6.3 Question 19

MATH 2414 Section 6.3 Question 19

MATH 2414 Section 6.3 Question 9

MATH 2414 Section 6.3 Question 9

MATH 2414 Section 6.3 Question 13

MATH 2414 Section 6.3 Question 13

MATH 2414 Section 6.3 Question 7

MATH 2414 Section 6.3 Question 7

Double Choco USPC 2022

Double Choco USPC 2022

Completing the Square Without Making The Leading Coefficient 1

Completing the Square Without Making The Leading Coefficient 1

Weekly Logic Puzzle, Week of 11-07-22

Weekly Logic Puzzle, Week of 11-07-22

Weekly Logic Puzzle, Week of 11-14-22

Weekly Logic Puzzle, Week of 11-14-22

Weekly Logic Puzzle, Week of 10-31-22 solution

Weekly Logic Puzzle, Week of 10-31-22 solution

MATH 1332 7.6.3 - Amortization Schedule

MATH 1332 7.6.3 - Amortization Schedule

MATH 1332 7.6.2 - Another Monthly Payment Example

MATH 1332 7.6.2 - Another Monthly Payment Example

MATH 1332 7.6.1 - Mortgage Monthly Payment Formula

MATH 1332 7.6.1 - Mortgage Monthly Payment Formula

Solving Xordle #3

Solving Xordle #3

Solving Xordle #12

Solving Xordle #12

Solving Xordle #11

Solving Xordle #11

Solving Xordle #8

Solving Xordle #8

Solving Xordle #10

Solving Xordle #10

Solving Xordle #9

Solving Xordle #9

Solving Xordle #7

Solving Xordle #7

Solving Xordle #6

Solving Xordle #6

Solving Xordle #5

Solving Xordle #5

Solving Xordle #4

Solving Xordle #4

Solving Xordle #2

Solving Xordle #2

Solving Xordle #1

Solving Xordle #1

Rebecca Thompson Question 15 Homework 6.5/6.6

Rebecca Thompson Question 15 Homework 6.5/6.6

Layla Smith help - log(sqrt(1/100,000))

Layla Smith help - log(sqrt(1/100,000))

Layla Smith help 04 06 22 part 1

Layla Smith help 04 06 22 part 1

MATH 1314 IC1 Homework 7.2 video 7 - Putting It All Together - Graphing a Polynomial Function

MATH 1314 IC1 Homework 7.2 video 7 - Putting It All Together - Graphing a Polynomial Function

MATH 1314 IC1 Homework 7.2 video 6 - Zeroes and x intercepts (Unfactored Polynomials)

MATH 1314 IC1 Homework 7.2 video 6 - Zeroes and x intercepts (Unfactored Polynomials)

MATH 1314 IC1 Homework 7.2 video 5 - Multiplicities and x intercepts

MATH 1314 IC1 Homework 7.2 video 5 - Multiplicities and x intercepts

MATH 1314 IC1 Homework 7.2 video 4 - Zeroes and x intercepts (Factored Polynomials)

MATH 1314 IC1 Homework 7.2 video 4 - Zeroes and x intercepts (Factored Polynomials)

MATH 1314 IC1 Homework 5.5 video 3 - Perpendicular Lines

MATH 1314 IC1 Homework 5.5 video 3 - Perpendicular Lines

MATH 1314 IC1 Homework 5.5 video 2 - Parallel Lines

MATH 1314 IC1 Homework 5.5 video 2 - Parallel Lines

MATH 1314 IC1 Homework 5.5 video 1- Point-Slope Form

MATH 1314 IC1 Homework 5.5 video 1- Point-Slope Form

MATH 1314 IC1 Homework 5.4 video 3 - Slope Intercept Form for the Equation of a Line

MATH 1314 IC1 Homework 5.4 video 3 - Slope Intercept Form for the Equation of a Line

MATH 1314 IC1 Homework 5.2 video 1 - Standard Form of the Equation of a Circle

MATH 1314 IC1 Homework 5.2 video 1 - Standard Form of the Equation of a Circle

MATH 1314 IC1 Homework 5.1 video 2 - Midpoint Formula

MATH 1314 IC1 Homework 5.1 video 2 - Midpoint Formula

MATH 1314 IC1 Homework 5.1 video 1 - Distance Formula

MATH 1314 IC1 Homework 5.1 video 1 - Distance Formula

MATH 1314 IC1 Homework 4.7 video 1 - What is Quadratic Form?

MATH 1314 IC1 Homework 4.7 video 1 - What is Quadratic Form?

MATH 1314 IC1 Homework 4.7 video 3 - One More Example of Solving an Equation in Quadratic Form

MATH 1314 IC1 Homework 4.7 video 3 - One More Example of Solving an Equation in Quadratic Form

MATH 1314 IC1 Homework 3.3 video 1 - Imaginary Numbers and Complex Numbers

MATH 1314 IC1 Homework 3.3 video 1 - Imaginary Numbers and Complex Numbers

MATH 1314 IC1 Homework 3.3 video 2 - Simplifying Square Roots of Negative Numbers

MATH 1314 IC1 Homework 3.3 video 2 - Simplifying Square Roots of Negative Numbers

MATH 1314 IC1 Homework 1.7 video 4 - Greater Than Inequalities (Part 2)

MATH 1314 IC1 Homework 1.7 video 4 - Greater Than Inequalities (Part 2)

MATH 1314 IC1 Homework 1.7 video 3 - Greater Than Inequalities (Part 1)

MATH 1314 IC1 Homework 1.7 video 3 - Greater Than Inequalities (Part 1)

MATH 1314 IC1 Homework 1.7 video 2 - Less Than Inequalities (Part 2)

MATH 1314 IC1 Homework 1.7 video 2 - Less Than Inequalities (Part 2)

MATH 1314 IC1 Homework 1.7 video 1 - Less Than Inequalities (Part 1)

MATH 1314 IC1 Homework 1.7 video 1 - Less Than Inequalities (Part 1)

MATH 1314 IC1 Homework 1.6 video 2 - Bigger Absolute Value Equations

MATH 1314 IC1 Homework 1.6 video 2 - Bigger Absolute Value Equations

MATH 1314 IC1 Homework 1.6 video 1 - Basic Absolute Value Equations

MATH 1314 IC1 Homework 1.6 video 1 - Basic Absolute Value Equations

MATH 1314 IC1 Homework 1.5 video 4 - Double Inequalities

MATH 1314 IC1 Homework 1.5 video 4 - Double Inequalities

MATH 1314 IC1 Homework 1.5 video 3 - Compound Inequalities with "And" and "Or"

MATH 1314 IC1 Homework 1.5 video 3 - Compound Inequalities with "And" and "Or"

MATH 1314 IC1 Homework 1.5 video 2 - Reversing the Inequality Sign

MATH 1314 IC1 Homework 1.5 video 2 - Reversing the Inequality Sign

MATH 1314 IC1 Homework 1.5 video 1 - Basic Linear Inequalities

MATH 1314 IC1 Homework 1.5 video 1 - Basic Linear Inequalities

MATH 1314 IC1 Homework 1.2 video 5 - Clearing Fractions

MATH 1314 IC1 Homework 1.2 video 5 - Clearing Fractions

MATH 1314 IC1 Homework 1.2 video 4 - Clearing Parentheses

MATH 1314 IC1 Homework 1.2 video 4 - Clearing Parentheses

MATH 1314 IC1 Homework 1.2 video 3 - Variable on Both Sides

MATH 1314 IC1 Homework 1.2 video 3 - Variable on Both Sides

MATH 1314 IC1 Homework 1.2 video 2 - Multi-Step Linear Equations

MATH 1314 IC1 Homework 1.2 video 2 - Multi-Step Linear Equations

Registering for McGraw Hill Campus, the Initial Knowledge Check, and the ALEKS Pie

Registering for McGraw Hill Campus, the Initial Knowledge Check, and the ALEKS Pie

MATH 1314 IC1 Homework 1.2 video 1 - Basic Linear Equations

MATH 1314 IC1 Homework 1.2 video 1 - Basic Linear Equations

How To Simplify Square Roots

How To Simplify Square Roots

6.1.4 Matrix Solutions to Linear Systems – Gaussian Elimination and Back Substitution

6.1.4 Matrix Solutions to Linear Systems – Gaussian Elimination and Back Substitution

6.1.1 Matrix Solutions to Linear Systems – From Systems to Matrices

6.1.1 Matrix Solutions to Linear Systems – From Systems to Matrices

6.1.3 Matrix Solutions to Linear Systems – Row Operations

6.1.3 Matrix Solutions to Linear Systems – Row Operations

6.1.5 Matrix Solutions to Linear Systems – Reduced Row Echelon Form; Gauss Jordan Elimination

6.1.5 Matrix Solutions to Linear Systems – Reduced Row Echelon Form; Gauss Jordan Elimination

6.1.6 Matrix Solutions to Linear Systems – What Could Go Wrong?

6.1.6 Matrix Solutions to Linear Systems – What Could Go Wrong?

6.1.2 Matrix Solutions to Linear Systems – Row Echelon Form

6.1.2 Matrix Solutions to Linear Systems – Row Echelon Form

Week 3 Puzzle solution

Week 3 Puzzle solution

Week 1 Puzzle Solution

Week 1 Puzzle Solution

Week 2 Puzzle Solution

Week 2 Puzzle Solution

MATH 1342 005 - Zoom session from Wednesday, September 15, 2021

MATH 1342 005 - Zoom session from Wednesday, September 15, 2021

Review: Standard Normal Distribution (Video 4 -The Standard Normal Distribution Table, i.e. z-chart)

Review: Standard Normal Distribution (Video 4 -The Standard Normal Distribution Table, i.e. z-chart)

Review: Standard Normal Distribution (Video 5 - Using the z-chart for Non-standard Distributions)

Review: Standard Normal Distribution (Video 5 - Using the z-chart for Non-standard Distributions)

Review: Standard Normal Distribution (Video 3 - Areas and Probabilities)

Review: Standard Normal Distribution (Video 3 - Areas and Probabilities)

Review: Standard Normal Distribution (Video 2 - Calculating and Interpreting z-scores)

Review: Standard Normal Distribution (Video 2 - Calculating and Interpreting z-scores)

Review: Standard Normal Distribution (Video 1 - Parameters for a Normal Distribution)

Review: Standard Normal Distribution (Video 1 - Parameters for a Normal Distribution)

1.2 – Sampling From a Population, Video 2: Examples

1.2 – Sampling From a Population, Video 2: Examples

1.2 – Sampling From a Population, Video 1: Review of Material from 08-23-21

1.2 – Sampling From a Population, Video 1: Review of Material from 08-23-21

1.3 – Experimental and Observational Studies, Video 1: Association and Causation

1.3 – Experimental and Observational Studies, Video 1: Association and Causation

1.3 – Experimental and Observational Studies, Video 6: Control Groups; Placebos; Blinding

1.3 – Experimental and Observational Studies, Video 6: Control Groups; Placebos; Blinding

1.3 – Experimental and Observational Studies, Video 5: Treatments; Types of Randomized Experiments

1.3 – Experimental and Observational Studies, Video 5: Treatments; Types of Randomized Experiments

1.3 – Experimental and Observational Studies, Video 2: Confounding Variables

1.3 – Experimental and Observational Studies, Video 2: Confounding Variables

1.3 – Experimental and Observational Studies, Video 4: Randomized Experiments

1.3 – Experimental and Observational Studies, Video 4: Randomized Experiments

1.3 – Experimental and Observational Studies, Video 3: Experiments vs Observational Studies

1.3 – Experimental and Observational Studies, Video 3: Experiments vs Observational Studies

MATH 0232 lesson 08 25 21

MATH 0232 lesson 08 25 21

MATH 1332 11.3.5 – Estimating the Mean for Grouped Data

MATH 1332 11.3.5 – Estimating the Mean for Grouped Data

MATH 1332 11.3.2 – Median of a Data Set

MATH 1332 11.3.2 – Median of a Data Set

MATH 1332 11.3.4 – Midrange of a Data Set

MATH 1332 11.3.4 – Midrange of a Data Set

MATH 1332 11.3.1 – Mean of a Data Set

MATH 1332 11.3.1 – Mean of a Data Set

MATH 1332 11.3.3 – Mode of a Data Set

MATH 1332 11.3.3 – Mode of a Data Set

MATH 1332 11.2.4 – Drawing a Frequency Polygon for Numerical Data

MATH 1332 11.2.4 – Drawing a Frequency Polygon for Numerical Data

MATH 1332 11.2.3 – Drawing a Histogram for Numerical Data

MATH 1332 11.2.3 – Drawing a Histogram for Numerical Data

MATH 1332 11.2.2 – Drawing a Pie Chart for Categorical Data

MATH 1332 11.2.2 – Drawing a Pie Chart for Categorical Data

MATH 1332 11.2.1 – Drawing a Bar Graph for Categorical Data

MATH 1332 11.2.1 – Drawing a Bar Graph for Categorical Data

MATH 1332 11.1.7 – Stem and Leaf Plots for Numerical Data

MATH 1332 11.1.7 – Stem and Leaf Plots for Numerical Data

MATH 1332 11.1.6 – Frequency Distributions for Numerical Data (Example)

MATH 1332 11.1.6 – Frequency Distributions for Numerical Data (Example)

MATH 1332 11.1.5 – Frequency Distributions for Numerical Data

MATH 1332 11.1.5 – Frequency Distributions for Numerical Data

MATH 1332 11.1.4 – Frequency Distributions for Categorical Data

MATH 1332 11.1.4 – Frequency Distributions for Categorical Data

MATH 1332 11.1.3 – Two Types of Data

MATH 1332 11.1.3 – Two Types of Data

MATH 1332 11.1.2 – Two Types of Statistics

MATH 1332 11.1.2 – Two Types of Statistics

MATH 1332 11.1.1 – Data, Statistics, Populations, Samples

MATH 1332 11.1.1 – Data, Statistics, Populations, Samples

MATH 1332 10.5.2 – Probability Using Combinations

MATH 1332 10.5.2 – Probability Using Combinations

MATH 1332 10.5.1 – Probability Using Permutations

MATH 1332 10.5.1 – Probability Using Permutations

MATH 1332 10.4.4 – Calculating Probabilities Using Tables (Pair of Dice)

MATH 1332 10.4.4 – Calculating Probabilities Using Tables (Pair of Dice)

MATH 1332 10.4.2 – Another Example Using Tree Diagrams

MATH 1332 10.4.2 – Another Example Using Tree Diagrams

MATH 1332 10.4.3 – Calculating Probabilities Using Tables (Deck of Cards)

MATH 1332 10.4.3 – Calculating Probabilities Using Tables (Deck of Cards)

MATH 1332 10.4.1 – Calculating Probabilities Using Tree Diagrams

MATH 1332 10.4.1 – Calculating Probabilities Using Tree Diagrams

MATH 1332 10.3.5 – One More Example of Combinations and the Fundamental Counting Principle

MATH 1332 10.3.5 – One More Example of Combinations and the Fundamental Counting Principle

MATH 1332 10.3.4 – Combining Combinations with the Fundamental Counting Principle

MATH 1332 10.3.4 – Combining Combinations with the Fundamental Counting Principle

MATH 1332 10.3.3 – Examples of Combinations

MATH 1332 10.3.3 – Examples of Combinations

MATH 1332 10.3.2 – The Formula for Combinations

MATH 1332 10.3.2 – The Formula for Combinations

MATH 1332 10.3.1 – Combinations vs Permutations

MATH 1332 10.3.1 – Combinations vs Permutations

MATH 1332 10.2.6 – The Permutation Formula for Indistinguishable Objects

MATH 1332 10.2.6 – The Permutation Formula for Indistinguishable Objects

MATH 1332 10.2.5 – Factorials and Permutations

MATH 1332 10.2.5 – Factorials and Permutations

MATH 1332 10.2.4 – Evaluating Factorial Expressions

MATH 1332 10.2.4 – Evaluating Factorial Expressions

MATH 1332 10.2.1 – The Fundamental Counting Principle

MATH 1332 10.2.1 – The Fundamental Counting Principle

MATH 1332 10.2.2 – The Fundamental Counting Principle with Repetitions

MATH 1332 10.2.2 – The Fundamental Counting Principle with Repetitions

MATH 1332 10.2.3 – Factorials

MATH 1332 10.2.3 – Factorials

MATH 1332 10.1.5 – Complement of an Event

MATH 1332 10.1.5 – Complement of an Event

MATH 1332 10.1.6 – Where Have We Seen All This Before?

MATH 1332 10.1.6 – Where Have We Seen All This Before?

MATH 1332 10.1.4 – Three Important Properties of Probability

MATH 1332 10.1.4 – Three Important Properties of Probability

MATH 1332 10.1.3 – Empirical Probability and the Law of Large Numbers

MATH 1332 10.1.3 – Empirical Probability and the Law of Large Numbers

MATH 1332 10.1.2 – Theoretical Probability

MATH 1332 10.1.2 – Theoretical Probability

MATH 1332 10.1.1 – The Essence of Probability, Essential Terms

MATH 1332 10.1.1 – The Essence of Probability, Essential Terms

MATH 1332 7.5.7 – Early Payoff: The Rule of 78 Method for Calculating Unearned Interest

MATH 1332 7.5.7 – Early Payoff: The Rule of 78 Method for Calculating Unearned Interest

MATH 1332 7.5.5 – Annual Percentage Rate (APR) Table

MATH 1332 7.5.5 – Annual Percentage Rate (APR) Table

MATH 1332 7.5.6 – Early Payoff: The Actuarial Method for Calculating Unearned Interest

MATH 1332 7.5.6 – Early Payoff: The Actuarial Method for Calculating Unearned Interest

MATH 1332 7.5.4 – Comparing Two Installment Plans

MATH 1332 7.5.4 – Comparing Two Installment Plans

MATH 1332 7.5.3 – Computing a Monthly Payment

MATH 1332 7.5.3 – Computing a Monthly Payment

MATH 1332 7.5.2 – Calculating Amount Financed, Total Installment Price, and Finance Charge [ERROR]

MATH 1332 7.5.2 – Calculating Amount Financed, Total Installment Price, and Finance Charge [ERROR]

MATH 1332 7.5.1 – What’s An Installment Plan, and Why Do We Use Them?

MATH 1332 7.5.1 – What’s An Installment Plan, and Why Do We Use Them?

MATH 1332 7.4.7 – Finding the Monthly Payment for an Annuity

MATH 1332 7.4.7 – Finding the Monthly Payment for an Annuity

MATH 1332 7.4.6 – Annuities

MATH 1332 7.4.6 – Annuities

MATH 1332 7.4.5 – Finding the Present Value for a Given Future Value

MATH 1332 7.4.5 – Finding the Present Value for a Given Future Value

MATH 1332 7.4.4 – Effective Interest Rate [ERROR AT 1:53]

MATH 1332 7.4.4 – Effective Interest Rate [ERROR AT 1:53]

MATH 1332 7.4.3 – Calculator Usage

MATH 1332 7.4.3 – Calculator Usage

MATH 1332 7.4.2 – Compound Interest Formula

MATH 1332 7.4.2 – Compound Interest Formula

MATH 1332 7.4.1 – From Simple Interest to Compound Interest

MATH 1332 7.4.1 – From Simple Interest to Compound Interest

MATH 1332 7.3.7 – The Banker’s Rule

MATH 1332 7.3.7 – The Banker’s Rule

MATH 1332 7.3.8 – Discounted Loans and Why You Should Avoid Them

MATH 1332 7.3.8 – Discounted Loans and Why You Should Avoid Them

MATH 1332 7.3.6 – Finding Principal, Rate, or Time

MATH 1332 7.3.6 – Finding Principal, Rate, or Time

MATH 1332 7.3.5 – Calculating Monthly Payments

MATH 1332 7.3.5 – Calculating Monthly Payments

MATH 1332 7.3.4 – Calculating Simple Interest When The Term Is In Months

MATH 1332 7.3.4 – Calculating Simple Interest When The Term Is In Months

MATH 1332 7.3.2 – Simple Interest

MATH 1332 7.3.2 – Simple Interest

MATH 1332 7.3.1 – Definitions

MATH 1332 7.3.1 – Definitions

MATH 1332 7.3.3 – Future Value

MATH 1332 7.3.3 – Future Value

MATH 1332 7.2.2 – Calculating Monthly Take Home Pay (Part 1)

MATH 1332 7.2.2 – Calculating Monthly Take Home Pay (Part 1)

MATH 1332 7.2.5 – Preparing a Budget

MATH 1332 7.2.5 – Preparing a Budget

MATH 1332 7.2.1 – Income and Expenses

MATH 1332 7.2.1 – Income and Expenses

MATH 1332 7.2.3 – Calculating Monthly Take Home Pay (Part 2)

MATH 1332 7.2.3 – Calculating Monthly Take Home Pay (Part 2)

MATH 1332 7.2.6 – Prorating Long Term Expenses

MATH 1332 7.2.6 – Prorating Long Term Expenses

MATH 1332 7.2.4 – Calculating Annual Costs

MATH 1332 7.2.4 – Calculating Annual Costs

MATH 1332 7.1.7 – Percent Increase and Percent Decrease

MATH 1332 7.1.7 – Percent Increase and Percent Decrease

MATH 1332 7.1.6 – Word Problems Involving Percents (Three Examples)

MATH 1332 7.1.6 – Word Problems Involving Percents (Three Examples)

MATH 1332 7.1.5 – Two Approaches For Basic Percent Problems (Part 2)

MATH 1332 7.1.5 – Two Approaches For Basic Percent Problems (Part 2)

MATH 1332 7.1.4 – Two Approaches For Basic Percent Problems (Part 1)

MATH 1332 7.1.4 – Two Approaches For Basic Percent Problems (Part 1)

MATH 1332 7.1.3 – Converting to Percents from Fractions and Decimals

MATH 1332 7.1.3 – Converting to Percents from Fractions and Decimals