Calculus Bundle of Homework for the Entire Year with QR Codes

This packet will contain homework assignments for Calculus.

These homework assignments will have one type of problem on each page.

There will be somewhere between 4 and 10 problems per page.

There will always be a QR Code on each page that students can use to scan and then check their work. Some of the QR Codes lead to simple numerical answers which can be scanned without going to the internet. However, some of the QR Codes do lead to a website which will show complete solutions in correct mathematical notation.

There are 75 pages in this packet. I may add additional pages in the future if I feel that my class needs additional problems to practice a specific topic. If you purchase this product and you have a suggestion for a page to be added, please use the Q&A section of this page to give your suggestion.

Here is a table of contents:

Solving Limits Algebraically (Factoring)

Solving Limits Algebraically (Rationalizing and Complex Fractions)

Limits from a Graph

Limits Involving Infinity

Limits with Trig Functions

Continuity

Factoring Practice

Definition of Derivative

Beginning Derivatives

Product Rule

Quotient Rule

Calculus Factoring Practice

Chain Rule (no Trig)

Using Derivative Rules with a Table

Trig Derivatives (w/o Chain Rule)

Trig Derivatives (w/ Chain Rule)

Derivative of Natural Log

Derivative of Exponential Functions

Equations of Tangent Lines

Equations of Tangent Lines (Advanced)

Implicit Differentiation

Trig Special Values Practice

Derivatives of Functions with Variables as Exponents

Just for Fun: Calculus Word Search

Curve Sketching (Basic Review of Vocab with Graph)

Curve Sketching – Using the First Derivative

Curve Sketching – Putting It All Together

Curve Sketching – getting Info about the f'(x) from f(x) – graph

Curve Sketching – getting info about f(x) given f'(x) – graph

Straight Line Motion

Related Rates #1

Related Rates #2

Optimization #1

Optimization #2

Linear Approximation

Derivatives of Inverse Functions

Derivatives of Inverse Trig Functions

Rolle’s Theorem and Mean Value Theorem

Just for Fun Calculus First Semester Crossword Puzzle

————–END FIRST SEMESTER CALCULUS AB———————–

Finding the AntiDerivative

Riemann Sums I

Riemann Sums II

Trapezoidal Rule

Working with Summation

Solving a Differential Equation I

Properties of Definite Integrals

Finding a Definite Integral using Geometry

Finding a Definite Integral Using the Fundamental Theorem

Finding Area I

Finding Area II

Finding Area III

Using u-substitution

Average Value

Trig Special Values Practice 2

Brain Break – Maze

Solving Particle Motion Problems with Integrals

Volume by Rotation I

Volume by Rotation II

Volume by Rotation III

Volume by Cross Sections

Volume by Cross Sections II

Integration with Natural Log and e^x

Just for Fun Brain Break – Coloring Page

Dividing a Space into Equal Area or Volume

Accumulation

Even More Volume by Rotation

Techniques of Integration: Completing the Square

Techniques of Integration: Long Division

Techniques of Integration: Inverse Trig Functions

Slope Fields

Solving Separable Differential Equations

Solving Separable Differential Equations (growth and decay)

L’Hopital’s Rule

Just for Fun Vocabulary Review Jumble

Answer key included by scanning the QR Codes on each page.

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