Канал: Andrew Bulawa

Solving Problems Involving Unit Conversions

Solving Problems Involving Unit Conversions

Unit Conversions

Unit Conversions

Rates and Units

Rates and Units

Percent Increase and Decrease

Percent Increase and Decrease

Percents Basics

Percents Basics

Using Calculus to Graph Another Rational Function

Using Calculus to Graph Another Rational Function

Using Calculus to Graph e^(-x^2)

Using Calculus to Graph e^(-x^2)

Using Calculus to Graph a Rational Function

Using Calculus to Graph a Rational Function

End Behavior of Functions

End Behavior of Functions

Limits at Infinity and Asymptotes

Limits at Infinity and Asymptotes

Probability Rules: Independent vs Dependent Events and the Multiplication Rule

Probability Rules: Independent vs Dependent Events and the Multiplication Rule

Probability Rules: Addition Rule

Probability Rules: Addition Rule

Probability Rules: Contingency Tables

Probability Rules: Contingency Tables

Probability Rules: Complement Rule

Probability Rules: Complement Rule

Second Derivative Test

Second Derivative Test

Concavity and Inflection Points

Concavity and Inflection Points

The First Derivative Test

The First Derivative Test

Increasing / Decreasing Test

Increasing / Decreasing Test

How disinfectant wipes affect Staples and Expo markers

How disinfectant wipes affect Staples and Expo markers

Solving Linear Equations

Solving Linear Equations

Inequalities Basics and Interval Notation

Inequalities Basics and Interval Notation

Definition of Hyperbola

Definition of Hyperbola

Definition of an Ellipse

Definition of an Ellipse

Graphs of Exponential Functions

Graphs of Exponential Functions

Definition of Exponential Functions

Definition of Exponential Functions

Infinite Sums Can Be Finite

Infinite Sums Can Be Finite

Geometric Series

Geometric Series

The Binomial Theorem

The Binomial Theorem

Permutations and Combinations

Permutations and Combinations

Factorial

Factorial

Derivation of the Law of Cosines

Derivation of the Law of Cosines

Derivation of the Law of Sines

Derivation of the Law of Sines

Solving Trig Equations Using Inverse Trig Functions

Solving Trig Equations Using Inverse Trig Functions

Solving Trigonometric Equations

Solving Trigonometric Equations

The Difference Formula for Cosine

The Difference Formula for Cosine

Simplifying Expressions using Fundamental Trig Identities

Simplifying Expressions using Fundamental Trig Identities

The Graphs of Inverse Trig Functions

The Graphs of Inverse Trig Functions

Inverse Trig Functions

Inverse Trig Functions

Graphs of Sinusoidal Functions

Graphs of Sinusoidal Functions

Evaluating trig functions at angles outside of 0 to 2pi

Evaluating trig functions at angles outside of 0 to 2pi

The Pythagorean Identities

The Pythagorean Identities

The Cosecant, Secant, and Cotangent Functions

The Cosecant, Secant, and Cotangent Functions

The Unit Circle and the Sine, Cosine, and Tangent Functions

The Unit Circle and the Sine, Cosine, and Tangent Functions

Angles in Radians and Degrees

Angles in Radians and Degrees

Solving Logarithmic Equations Using Inverse Properties

Solving Logarithmic Equations Using Inverse Properties

Solving Exponential Equations Using Inverse Properties

Solving Exponential Equations Using Inverse Properties

Solving Logarithmic Equations using the Definition of Logarithm

Solving Logarithmic Equations using the Definition of Logarithm

Properties of Logarithms Part 2: More Properties

Properties of Logarithms Part 2: More Properties

Properties of Logarithms Part 1: Inverse Properties

Properties of Logarithms Part 1: Inverse Properties

Solving Exponential Equations using the One-to-One Property

Solving Exponential Equations using the One-to-One Property

Logarithmic Functions and their Graphs

Logarithmic Functions and their Graphs

Graphs of Exponential Functions

Graphs of Exponential Functions

Special Logarithms: Log and ln

Special Logarithms: Log and ln

Introduction to Logarithms

Introduction to Logarithms

Rational Inequalities

Rational Inequalities

Rational Inequalities - The cases ≥ and ≤

Rational Inequalities - The cases ≥ and ≤

Identifying Exponential Functions

Identifying Exponential Functions

Rational Inequalities (without the ≥ or ≤ cases)

Rational Inequalities (without the ≥ or ≤ cases)

Exponential Functions - An Introduction

Exponential Functions - An Introduction

Solving Polynomial Equations

Solving Polynomial Equations

Graphing Rational Functions: an example with a slant asymptote

Graphing Rational Functions: an example with a slant asymptote

Graphing Rational Functions: an example with y=0 as an asymptote

Graphing Rational Functions: an example with y=0 as an asymptote

Graphing Rational Functions

Graphing Rational Functions

Graphing Rational Functions: an example with 2 vertical asymptotes

Graphing Rational Functions: an example with 2 vertical asymptotes

Polynomial Inequalities

Polynomial Inequalities

The Remainder Theorem

The Remainder Theorem

Polynomials Part 3: Intercepts, Zeros, and Graphing

Polynomials Part 3: Intercepts, Zeros, and Graphing

Polynomials Part 2: End Behavior

Polynomials Part 2: End Behavior

Polynomials Part 1: Definition and Terminology

Polynomials Part 1: Definition and Terminology

Completing the Square

Completing the Square

Inverse Functions Part 2: Graphs and Properties

Inverse Functions Part 2: Graphs and Properties

Inverse Functions Part 1: Introduction and Derivation

Inverse Functions Part 1: Introduction and Derivation

Transformations of Functions

Transformations of Functions

Composition of Functions

Composition of Functions

Rates of Change and Behavior of Graphs

Rates of Change and Behavior of Graphs

Domain and Range of Functions

Domain and Range of Functions

Functions Part 2: Graphical Representations

Functions Part 2: Graphical Representations

Working with function notation

Working with function notation

Functions Part 2: Graphical Representations (temp)

Functions Part 2: Graphical Representations (temp)

Functions Part 1: Algebraic Representations

Functions Part 1: Algebraic Representations

Change of Coordinates: A Double Integral over a Non-linear Region

Change of Coordinates: A Double Integral over a Non-linear Region

Change of Coordinates in 3 Variables

Change of Coordinates in 3 Variables

Cylindrical to Cartesian Coordinates

Cylindrical to Cartesian Coordinates

Change of Coordinates for a Double Integral

Change of Coordinates for a Double Integral

Change of Coordinates Explained

Change of Coordinates Explained

Center of Mass

Center of Mass

A Triple Integral 3 Ways

A Triple Integral 3 Ways

Triple Integral: Volume of a Pyramid

Triple Integral: Volume of a Pyramid

StatCrunch Tutorial: Scatterplots

StatCrunch Tutorial: Scatterplots

StatCrunch Tutorial: Importing graphics from StatCrunch into another document

StatCrunch Tutorial: Importing graphics from StatCrunch into another document

StatCrunch Tutorial: Boxplots and Histograms for Grouped Data

StatCrunch Tutorial: Boxplots and Histograms for Grouped Data

Using the Method of Completing the Square to Solve Equations

Using the Method of Completing the Square to Solve Equations

Triple Integrals in Spherical Coordinates

Triple Integrals in Spherical Coordinates

StatCrunch Tutorial Numerical Statistics and Grouping

StatCrunch Tutorial Numerical Statistics and Grouping

StatCrunch Tutorial - Bar Plots

StatCrunch Tutorial - Bar Plots

StatCrunch Tutorial Computations on Data

StatCrunch Tutorial Computations on Data

StatCrunch Tutorial - Sorting Data

StatCrunch Tutorial - Sorting Data

Triple Integrals in Cylindrical Coordinates

Triple Integrals in Cylindrical Coordinates

Triple Integrals Part 3: Determining Regions of Integration in 3D

Triple Integrals Part 3: Determining Regions of Integration in 3D

Triple Integrals Part 2: Volume of a Tetrahedron computed 2 ways

Triple Integrals Part 2: Volume of a Tetrahedron computed 2 ways

Triple Integrals Part 1

Triple Integrals Part 1

Double Integrals in Polar Coordinates

Double Integrals in Polar Coordinates

Polar Coordinates

Polar Coordinates

Double Integrals Over General Regions

Double Integrals Over General Regions

Double Integrals over Rectangular Regions

Double Integrals over Rectangular Regions

Maxima and Minima

Maxima and Minima

Directional Derivative

Directional Derivative

Using Gradient to determine a Tangent Plane

Using Gradient to determine a Tangent Plane

The Gradient of a Function

The Gradient of a Function

Factoring Trinomials

Factoring Trinomials

Factoring by Grouping

Factoring by Grouping

Factoring out the GCF

Factoring out the GCF

Higher Order Partial Derivatives and Clairaut's Theorem

Higher Order Partial Derivatives and Clairaut's Theorem

The Chain Rule for Multivariable Functions

The Chain Rule for Multivariable Functions

Tangent Planes

Tangent Planes

Partial Derivatives Part 1

Partial Derivatives Part 1

Level Curves and Traces of Multivariable Functions

Level Curves and Traces of Multivariable Functions

Multivariable Functions Part 1: Domains

Multivariable Functions Part 1: Domains

Properties of Exponents

Properties of Exponents

Probabilities for Sums of Dice

Probabilities for Sums of Dice

Using StatCrunch to Compute Mean, Median, Standard Deviation, and IQR

Using StatCrunch to Compute Mean, Median, Standard Deviation, and IQR

Systems of Linear Equations with No Solutions or Infinitely Many Solutions

Systems of Linear Equations with No Solutions or Infinitely Many Solutions

Solving Systems of Linear Equations

Solving Systems of Linear Equations

Curvature

Curvature

Arc Length

Arc Length

Graphing Quadric Surfaces

Graphing Quadric Surfaces

Describing Lines in Space

Describing Lines in Space

Equations of Planes

Equations of Planes

An Application of Cross Product - Computing Torque

An Application of Cross Product - Computing Torque

Cross Product Visualized

Cross Product Visualized

Relationship of Mean and Standard Deviation to the Distribution

Relationship of Mean and Standard Deviation to the Distribution

Computing Force with Dot Product

Computing Force with Dot Product

3D Coordinates

3D Coordinates

Dot Product and Projections

Dot Product and Projections

Magnitudes and Angles of vectors

Magnitudes and Angles of vectors

Algebra of Vectors (addition, subtraction, and scalar multiplication)

Algebra of Vectors (addition, subtraction, and scalar multiplication)

Introduction to vectors and component form

Introduction to vectors and component form

Solving the Heat Equation with a Sine Series

Solving the Heat Equation with a Sine Series

Solving the Heat Equation with a Sine Series (old2)

Solving the Heat Equation with a Sine Series (old2)

Solving the Heat Equation with a Cosine Series

Solving the Heat Equation with a Cosine Series

Solving the Heat Equation with a Sine Series (old)

Solving the Heat Equation with a Sine Series (old)

Fourier Expansions (part 1)

Fourier Expansions (part 1)

The Heat Equation

The Heat Equation

Fourier Expansions (part 2)

Fourier Expansions (part 2)

Eigenvalue Problems

Eigenvalue Problems

Simplifying Radical Expressions

Simplifying Radical Expressions

Simplifying Rational Exponents

Simplifying Rational Exponents

Simplifying Radicals

Simplifying Radicals

Solving Radical Equations

Solving Radical Equations

Complex Numbers

Complex Numbers

Solving Linear Systems with Constant Coefficients

Solving Linear Systems with Constant Coefficients

Homogeneous Linear Systems (Part 1)

Homogeneous Linear Systems (Part 1)

Hypothesis Tests for the Population Mean

Hypothesis Tests for the Population Mean

Confidence Intervals from Raw Data using StatCrunch

Confidence Intervals from Raw Data using StatCrunch

Impulses and the Dirac delta function

Impulses and the Dirac delta function

Step Functions and Laplace Transforms

Step Functions and Laplace Transforms

Confidence Intervals Part 3: Sigma Unknown

Confidence Intervals Part 3: Sigma Unknown

Confidence Intervals for the Population Mean (Part 2)

Confidence Intervals for the Population Mean (Part 2)

Confidence Intervals for the Population Mean (Part 1)

Confidence Intervals for the Population Mean (Part 1)

The Central Limit Theorem for Sample Means

The Central Limit Theorem for Sample Means

Properties of Logarithms

Properties of Logarithms

Solving Logarithmic Equations

Solving Logarithmic Equations

Introduction to Logarithms

Introduction to Logarithms

Probabilities from the Normal Distribution

Probabilities from the Normal Distribution

Normal Distribution, z-scores, and the Empirical Rule

Normal Distribution, z-scores, and the Empirical Rule

Compounded Interest

Compounded Interest

Exponential Functions - Graphing and Solving Exponential Equations

Exponential Functions - Graphing and Solving Exponential Equations

Series Solutions near Regular Singular Points

Series Solutions near Regular Singular Points

Uniform Random Variables and Probabilities

Uniform Random Variables and Probabilities

Continuous Random Variables and Their Probabilities

Continuous Random Variables and Their Probabilities

Motion Under a Central Force (part 1) - Kepler's Second Law

Motion Under a Central Force (part 1) - Kepler's Second Law

Motion Under a Central Force (part 2) - Gravitational Motion

Motion Under a Central Force (part 2) - Gravitational Motion

Probabilities from Discrete Distributions

Probabilities from Discrete Distributions

Binomial, Geometric, Poisson distributions in StatCrunch

Binomial, Geometric, Poisson distributions in StatCrunch

Spring Problems II

Spring Problems II

Expected Value

Expected Value

Random Variables & Probability Distributions

Random Variables & Probability Distributions

Spring Problems I (part 3)

Spring Problems I (part 3)

Spring Problems I (part 2)

Spring Problems I (part 2)

Spring Problems I (part 1)

Spring Problems I (part 1)

Variation of Parameters

Variation of Parameters

Reduction of Order

Reduction of Order

Graphing Quadratic Functions

Graphing Quadratic Functions

Rates: Speed of Jet Stream given Time of Travel

Rates: Speed of Jet Stream given Time of Travel

Pythagorean Theorem Application

Pythagorean Theorem Application

Consecutive multiples of 3

Consecutive multiples of 3

Dimensions of Rectangle given its Area

Dimensions of Rectangle given its Area

Probability Part 2 - Complement, Addition, and Multiplication Rules

Probability Part 2 - Complement, Addition, and Multiplication Rules

Probability Part 3 - Contingency Tables and Probability Trees

Probability Part 3 - Contingency Tables and Probability Trees

Basics of Probability and Probability Distributions

Basics of Probability and Probability Distributions

5.4 Method of Undetermined Coefficients I

5.4 Method of Undetermined Coefficients I

The Quadratic Formula

The Quadratic Formula

5.3 Nonhomogeneous Linear Equations

5.3 Nonhomogeneous Linear Equations

The Square Root Method

The Square Root Method

Basics of Probability & Sample Spaces

Basics of Probability & Sample Spaces

Modeling with Linear Functions (part 1)

Modeling with Linear Functions (part 1)

Modeling with Linear Functions (part 2)

Modeling with Linear Functions (part 2)

Linear Functions

Linear Functions

5.2 Linear Equations with Constant Coefficients (part 2)

5.2 Linear Equations with Constant Coefficients (part 2)

5.2 Linear Equations with Constant Coefficients (part 1)

5.2 Linear Equations with Constant Coefficients (part 1)