Become A Monster At Business Calculus

Posted By: ELK1nG

Become A Monster At Business Calculus
Published 12/2023
MP4 | Video: h264, 1920x1080 | Audio: AAC, 44.1 KHz
Language: English | Size: 2.21 GB | Duration: 8h 22m

A guide to learning the key concepts of Limits, Derivatives, Graphing, Exponential and Natural logs, and Integration!

What you'll learn

Determine Limits of Functions as x approaches a value and infinity.

Perform the Difference Quotient on functions.

Determine the derivative of a function by using the definition of a derivative.

Use the power rule to find the derivative of functions.

Determine the derivative using the Product Rule and Quotient Rule.

Determine the derivative of a function using the Chain Rule.

Use the derivative to answer application questions such as position, velocity, and acceleration

Determine increasing and decreasing intervals.

Determine Relative Extrema

Determine points of inflection.

Determine concavity of a graph.

Determine critical values of a function.

Sketch a graph of a function using first derivative and second derivative.

Find higher order derivatives.

Solve investment questions regarding interest compounded at different increments.

Solve investment questions regarding interest compounded continuously.

Solve exponential and logarithmic equations.

Find the derivative of exponential functions.

Find the derivative of natural log functions.

Integrate using the power rule.

Answer application questions using the power rule.

Integrate using substitution.

Integrate Definite Integrals.

Integrate using substitution with exponential functions.

Requirements

Algebra

Description

Are you about to take Business Calculus? Are you currently enrolled in a Business Calculus class and struggling? Or are you just looking to learn Business Calculus for fun?This class will help will all of those scenarios! In this class we will look at all of the key concepts from Business Calculus. In this class you will have full lifetime access to about 100 fully worked out examples in video form. There are about 100 practice problems with fully worked out solutions. Best of all, this class has printable or downloadable note sheets for you take notes while watching the videos just as you would in a classroom setting. All examples are worked out at a pace for you to be able to take notes and follow along at the same time. There is a practice problem associated with nearly every example that I work out in a video. You can then check your answer with the solutions that are provided. You can choose how you want to do the practice problems, either as you go through the lesson, or at the end and treat it as a homework assignment. The class is designed for you to learn at your own pace and master the necessary skills to become a monster at Business Calculus! I hope you enjoy the class! I hope it gives you more confidence in Business Calculus!

Overview

Section 1: Introduction to the Class

Lecture 1 Welcome to Becoming a Monster at Business Calculus!

Lecture 2 Course Navigation Guidance

Section 2: Limits, Continuity, Average Rate of Change, Diff Quotient, Def of Derivative

Lecture 3 Limit Definition and 2 examples. 1 and 3

Lecture 4 Limit Definition Part 2 4 examples. 5, 7, 9, and 11

Lecture 5 Algebraic Limits without factoring 3 examples 1,2, and 3

Lecture 6 Algebraic Limits with factoring 2 examples 7 and 9

Lecture 7 Algebraic Limit as x goes towards infinity 1 example 11

Lecture 8 Continuity Definition and 2 examples 15 and 17

Lecture 9 Average Rate of Change Definition

Lecture 10 Average Rate of Change Example 1

Lecture 11 Difference Quotient Definition

Lecture 12 Difference Quotient Example 3

Lecture 13 Difference Quotient Example 4

Lecture 14 Difference Quotient Example 5

Lecture 15 Definition of the Derivative

Lecture 16 Definition of the Derivative Example 1

Lecture 17 Definition of the Derivative Example 2

Lecture 18 Definition of the Derivative Example 3

Lecture 19 Definition of the Derivative Example 4

Section 3: Derivatives

Lecture 20 Power Rule and 3 examples (1,2, and 3)

Lecture 21 Power Rule examples 7 and 8

Lecture 22 Power Rule Examples 9 and 10

Lecture 23 Derivative of a Constant, Sum and Difference Rules with example. Example 14

Lecture 24 Sum and Difference example 15

Lecture 25 Application of the Derivative example 17

Lecture 26 Product Rule Definition

Lecture 27 Product Rule example 1

Lecture 28 Product Rule Example 3

Lecture 29 Quotient Rule Definition

Lecture 30 Quotient Rule Example 5

Lecture 31 Quotient Rule Example 7

Lecture 32 Chain Rule Definition

Lecture 33 Chain Rule Example 1

Lecture 34 Chain Rule Example 3

Lecture 35 Chain Rule Example 5

Lecture 36 Chain Rule Example 7

Lecture 37 Higher Order Derivatives Definition

Lecture 38 Higher Order Example 1

Lecture 39 Higher Order Example 3

Lecture 40 Higher Order Example 5

Lecture 41 Position, Velocity, and Acceleration Application of Higher Order Derivatives

Lecture 42 Sales Figures, Application of Higher Order Derivatives

Section 4: Sketch Graphs Using Calculus

Lecture 43 Identify Increasing and Decreasing Intervals Overview

Lecture 44 Relative Extrema Example 1

Lecture 45 Relative Extrema Example 3

Lecture 46 Relative Extrema Example 5

Lecture 47 Concavity Overview and Points of Inflection

Lecture 48 Second Derivative Test for Extrema Example 1

Lecture 49 Second Derivative Test Concavity Example 3

Lecture 50 Curve Sketching Example 5

Lecture 51 Vertical Asymptote Overview

Lecture 52 Horizontal Asymptote Overview

Lecture 53 Slant Asymptote Overview

Lecture 54 x and y Intercepts

Lecture 55 Graph Sketching Example 11

Lecture 56 Graph Sketching Example 13

Lecture 57 Absolute Minimum and Absolute Maximum Overview

Lecture 58 Absolute Extrema on a Closed Interval Example 1

Lecture 59 Absolute Extrema Example 3

Section 5: Exponential and Natural Logarithm

Lecture 60 Exponential Overview

Lecture 61 Exponential Example 1

Lecture 62 Exponential Continuous Compounding Example 3

Lecture 63 Natural Log Overview and Examples 5, 6, and 7

Lecture 64 Solving Exponential and Logarithmic Equations Examples 8 and 9

Lecture 65 Present Value Overview and Example 12

Lecture 66 Derivative of Exponential Functions Overview

Lecture 67 Derivative of Exponential Function Example 1

Lecture 68 Derivative of Exponential Function Example 2

Lecture 69 Derivative of Exponential Function Example 3

Lecture 70 Derivative of Exponential Function using the Chain Rule

Lecture 71 Derivative of Exponential Function using the Chain Rule Example 6

Lecture 72 Derivative of Exponential Function using the Chain Rule Example 7

Lecture 73 Derivative of Exponential Function using the Chain Rule Example 8

Lecture 74 Derivative of Natural Logarithmic Functions Overview

Lecture 75 Derivative of Natural Log Example 1

Lecture 76 Derivative of Natural Log Example 2

Lecture 77 Derivative of Natural Log Example 3

Lecture 78 Derivative of Natural Log Example 7

Lecture 79 Derivative of Natural Log Example 8

Lecture 80 Revenue/ Marginal Revenue and Profit/ Marginal Profit Overview

Lecture 81 Profit/ Marginal Profit Example 11

Section 6: Integration/Antiderivatives

Lecture 82 Antiderivative/ Integration Overview

Lecture 83 Integration Power Rulle Example 1 and 2

Lecture 84 Integration Power Rule Example 3

Lecture 85 Integration Power Rule Example 4

Lecture 86 Integration Example 9

Lecture 87 Integration Exponential Example 10

Lecture 88 Integration Exponential Example 11

Lecture 89 Integration Sum and Difference Example 15

Lecture 90 Integration Application with Position and Velocity

Lecture 91 Definite Integrals Overview

Lecture 92 Definite Integral Example 1

Lecture 93 Definite Integral Example 2

Lecture 94 Definite Integral Example 3

Lecture 95 Definite Integral Application Example 7

Lecture 96 Definite Integral Example 9

Lecture 97 Definite Integral Example 10

Lecture 98 Integration Technique Using Substitution Overview

Lecture 99 Integration Using Substitution Example 1

Lecture 100 Integration Using Substitution Example 3

Lecture 101 Integration Using Substitution Example 5

Lecture 102 Integration Using Substitution Example 7

This course is for students currently enrolled in a Business Calculus class and are looking for supplemental instruction and pracice. ruction,This course is also for somebody looking to learn Calculus but don't want to have to learn Trigonometry. Business Calculus is Calculus without the Trigonometry.,Anybody who wants help with Business Calculus!