MATH 2312

UH

Course Overview

Lessons & Practice

I. Welcome

1. Trigonometric Functions
3hr
4. Applications of Trigonometric Functions
4hr
5. Analytic Geometry [Coming Soon!]
    7. Polynomial Functions
    2.7hr

    I Welcome

    Free Activity
    warning
    Video not uploaded yet
    Ask a Question

    Upgrade to Wizeprep Plus and get unlimited questions answered.

    Learn More

    No one has asked a question yet

    Welcome to Calculus & Vectors!

    My name is Jess and I'm the instructor for this course.

    Feel free to go through this course at your own pace
    • Use the table of contents 📃 on the left to skip to parts you need help with
    • Watch the video ▶ or read the written lessons 📖
    • Speed up ⏩ or slow down ⏪ the videos
    • Use the "Ask a question"❓ feature below each lesson/question any time!


    Recommended Study Schedule (Each day is ~40-60 minutes)

    Chapter 1 - Review
    • Day 1 - Allow yourself about a day to complete this review chapter

    Chapter 2 - Rate of Change & Limits
    • Day 2 - 2.1 The Slope of Tangent Lines
    • Day 2 - 2.1 The Slope of Tangent Lines
    • Day 4 - 2.2 Rates of Change
    • Day 5 - 2.3 Limits
    • Day 6 - 2.4 to 2.6 (Evaluating limits of the form 00\frac{0}{0} by factoring and simplifying radicals)
    • Day 7 - 2.7 to 2.8 (Evaluating limits of the form 00\frac{0}{0} by simplifying absolute values and substitution)
    • Day 8 - Continuity

    Chapter 3 - Derivatives of Polynomials
    • Day 9 - 3.1 Intro to Derivatives & Differentiability
    • Day 10 - 3.2 Derivative Rules
    • Day 11 - 3.2 Derivative Rules
    • Day 12 - 3.3 Product Rule
    • Day 13 - 3.3 Product Rule
    • Day 14 - 3.4 Quotient Rule
    • Day 15 - 3.5 Chain Rule
    • Day 16 - 3.5 Chain Rule

    Chapter 4 - Derivative Application
    • Day 17 - 4.1 HIgher Order Derivative
    • Day 18 - 4.2 Max & Min on a Closed Interval
    • Day 19 - 4.3 Optimization Problems
    • Day 20 - 4.3 Optimization Problems

    Chapter 5 - Curve Sketching
    • Day 21 - 5.1 Increasing & Decreasing Intervals
    • Day 22 - 5.2 Critical Points & Local Max/Min
    • Day 23 - 5.3 Inflection Points & Concavity
    • Day 24 - 5.4 Asymptotes
    • Day 25 - 5.5 Curve Sketching

    Chapter 6 - Derivative of Exponential & Logarithmic Functions
    • Day 26 - 6.1 & 6.2 Review and Derivative of Exponential Functions y=bxy=b^x
    • Day 27 - 6.3 & 6.4 Review and Derivative of Exponential Functions y=exy=e^x
    • Day 28 - 6.5 Optimization Problems

    Chapter 7: Derivative of Trig Functions
    • Day 29 - 7.1 & 7.2 Review and Derivative of Trig Functions
    • Day 30 - 7.3 Optimization Problems


    Chapter 8: Vectors
    • Day 31 - 8.1 Introduction to Vectors
    • Day 32 - 8.2 Magnitude of a Vector + 8.3 Vector Operations
    • Day 33 - 8.4 Vector Application

    Chapter 9: Vector Products
    • Day 34 - 9.1 & 9.2 Dot Product and Applications
    • Day 35 - 9.3 & 9.4 Cross Product and Applications

    Chapter 10 - Equations of Lines & Planes
    • Day 36 - 10.1 Equations of a Line in R2 & R3 (10.1.1 - 10.1.7)
    • Day 37 - 10.1 Equations of a Line in R2 & R3 (10.1.8 - 10.1.12)
    • Day 38 - 10.2 Equations of Planes in R3 (10.2.1 - 10.2.5)
    • Day 39 - 10.2 Equations of Planes in R3 (10.2.6 - 10.2.11)

    Chapter 11 - Intersection of Lines & Planes
    • Day 40 - 11.1 Intersection of 2 Lines
    • Day 41 - 11.2 Intersection of a Line & Plane
    • Day 42 - 11.3 Intersection of 2 Planes
    • Day 43 - 11.4 Intersection of 3 Planes

    Chapter 12 - Distance Between Lines & Planes
    • Day 44 - 12.1 Distance from a Point to a Line in R2R^2 and 12.2 Distance from a Point to a Plane inR3R^3
    • Day 45 - 12.3 Distance from a Point to a Line in R3R^3