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121 results

High school calculus independent work packets under $5

Preview of Definite Integrals Properties Calculus Maze

Definite Integrals Properties Calculus Maze

Created by
Joan Kessler
This fun maze with 11 problems will engage your Calculus students while they practice applying the Properties of Definite Integrals. They will use the properties of integrals plus geometric area formulas such as a semi-circle, quarter-circle, trapezoid, rectangle, and triangle to approximate area under a curve from a graph as they work through the maze. There are two versions, one in B/W, and the other in color which is nice for projecting on a board or to use with TpT Easel. Also included in
Preview of Derivatives Chain Rule Circuit Training Calculus

Derivatives Chain Rule Circuit Training Calculus

Created by
Joan Kessler
Your Calculus students will gain proficiency finding derivatives using the Chain Rule with this self-checking circuit. What's included?There are 16 problems which include a wide variety of functions including polynomial, rational, radicals, exponential, logarithmic, trig functions, and composites of all of them. Please note that here are no inverse trig functions included. Please zoom in on the preview to make sure these problems are appropriate for your classes.Fully typed solutions are incl
Preview of Area Between Curves Calculus Circuit Training

Area Between Curves Calculus Circuit Training

Created by
Joan Kessler
Challenge your students with this self - checking Calculus circuit style worksheet for Area Between Curves. Students are given two functions and must determine the area between them. For some they must find the points of intersection. Graphs are not given. In this circuit, students solve the first problem then look for the answer on the handout which that leads them to the next problem, then the next until all 8 problems are completed. Some problems include Trig functions and Exponential funct
Preview of Antiderivatives and Beginning Integration Calculus Circuit Training

Antiderivatives and Beginning Integration Calculus Circuit Training

Created by
Joan Kessler
Your students will be engaged with this self-checking Calculus Circuit for practice on Antiderivatives and Beginning Integration. There are 16 problems which include a wide variety of functions including transcendentals. This practice is designed to build your student's skills and proficiency on this topic. There is no u-substitution. Students may have to use basic trig identities to simplify the trig integrals. Also included is a small (6 to a page) optional cheat sheet with the formulas. Ple
Preview of Differential Calculus -The Equation of Tangent and Normal to a Curve

Differential Calculus -The Equation of Tangent and Normal to a Curve

Differential Calculus:The Equation of Tangent and Normal to a Curve problems and step-by stepsolutions.Students think critically, demonstrate knowledge of functions and differentialcalculus.Apply the appropriate formulas, sketch the graph of y = f(x) with the tangent and normal.Use mathematical strategies to solve all questions.Learning Outcomes:Understand the derivative as the gradient of the tangent to the curve of y = f(x) at a point.Understand that the normal on the curve is perpendicular to
Preview of Differential Calculus -The Equation of Tangents to a Curve- Critical Thinking

Differential Calculus -The Equation of Tangents to a Curve- Critical Thinking

Differential Calculus:The Equation of Tangents to a Curve problems and step-by-step solutions.Students think critically, demonstrate knowledge of functions and differentialcalculus.• Apply the appropriate formulas, sketch the graph of y = f(x) and their tangents.• Use mathematical strategies to solve all questions.Learning Outcomes:• Use first principles to find the derivative of simple polynomials.• Understand the derivative as the gradient of the tangent to the curve ofy = f(x) at a point.• Fi
Preview of Differential Calculus -The Derivative of f(x)-Matching Activity

Differential Calculus -The Derivative of f(x)-Matching Activity

Differential Calculus:DERIVATIVES of f(x) Matching Activity and AnswersStudents think critically, demonstrate knowledge of functions and differentialcalculus.Apply the appropriate formulas and use mathematical strategies to find thederivative of each function f(x).Learning Outcomes:• Establish the formula d/dx (x^n) = nx^(n-1) where n is any real number.• Understand the concept of the derivative as a function• Recognise and use the properties of the derivative• Determine the derivatives of polyn
Preview of Calculus RESEARCH BASED 9-Page PreTest / PreAssessment with Answers

Calculus RESEARCH BASED 9-Page PreTest / PreAssessment with Answers

87 qualified high school math teachers have been surveyed POST-COVID across the 6 subjects (algebra 1, algebra 2, geometry, precalculus, calculus, and statistics & probability). This 9-page research-based scaffolded calculus practice test is a compilation of their answers to the question: what do you WISH students knew BEFORE taking the course? These calculus prerequisites are perfectly scaffolded in the pretest!---------------------------Check out my other research-based pre-assessments!➤ A
Preview of AP Calculus Summer Homework

AP Calculus Summer Homework

Created by
Schyler Scott
AP Calculus AB and BC students are expected to comprehend various math concepts well from day one of the course. To facilitate this process, please consider downloading this packet. The topics range from Algebra 1 to Pre-Calculus and vary in difficulty. The following topics are covered in this assignment:Slope, Point-Slope Form, Slope-Intercept FormParallel and Perpendicular LinesFunction Notation and CompositionFactoring Quadratics and CubicsLong and Synthetic DivisionRadicals and Rational Expo
Preview of Rolle's Theorem & The Mean Value Theorem - 30 practice problems (detailed keys)

Rolle's Theorem & The Mean Value Theorem - 30 practice problems (detailed keys)

Created by
Niki Math
This 4 pages practice sheet has 30 specially chosen questions on Rolle’s Theorem and the Mean Value Theorem . The topics covered include:- verifying Rolle's Theorem and applying Rolle's Theorem (16 problems) - verifying the Mean Value Theorem and applying of the Mean Value Theorem (14 problems)The functions included are polynomial, rational, radical, exponential, logarithmic, trigonometric and inverse trigonometric.The product can be used as independent/extra/practice, enrichment, group work, h
Preview of L'Hospital's Rules for Limits Circuit Training

L'Hospital's Rules for Limits Circuit Training

Created by
Joan Kessler
This self-checking Calculus circuit practice on L'Hopital's Rule for determining Limits will give your students the extra practice they need to comprehend this topic. There are 16 problems which include a wide variety of functions including are polynomial, exponential, logarithmic, trig, and inverse trig functions. This practice is designed to build your student's skills and proficiency on this topic. The problems are of the type ∞/∞ and 0/0 only. If you also teach the other indeterminate for
Preview of Evaluating Limits Algebraically - Circuit + Full Typed Solutions

Evaluating Limits Algebraically - Circuit + Full Typed Solutions

Created by
Niki Math
This is a fun self-checking circuit activity on evaluating limits algebraically (rational, radical and trigonometric functions included). There is provided enough space for students to show work on the pages.Activity directions: Students begin with the problem #1, solve the problem, find the answer somewhere else on the pages ( which are three) and write "2" in the blank. Then student solve that problem (#2), search for the answer again and when find it write "3" in the next blank. Students cont
Preview of AP Precalculus 2.1 Arithmetic and Geometric Sequences Color by Number Activity

AP Precalculus 2.1 Arithmetic and Geometric Sequences Color by Number Activity

Do you find that your AP® Precalculus need more practice with arithmetic and geometric sequences? This color by number activity comes with 12 problems relating to the change in sequences and comes with two color by number options.⭐Skills Required:Change in artithmetic sequencesChange in geometric sequences❤️Resource is Great for:AP® PrecalculusAP® CalculusAlgebra 2Remote LearningHomeschoolingTutoring⭐Includes:2 color by number options12 problems on one pageEditable powerpointGoogle slide option
Preview of Change in Tandem AP® Precalculus 1.1 Activity Cut and Paste

Change in Tandem AP® Precalculus 1.1 Activity Cut and Paste

Do you find that your AP® Precalculus need more help on the change in tandem topic? Students will work on identifying the relationship between the input and output for given functions graphically and describe the rate of change as increasing, decreasing, positive and negative for AP® Precalculus topic 1.1. This activity can be completed as just a worksheet or as a cut and paste activity. Students can cut out the solutions and paste them into the specific box for easy differentation as well. ⭐Ski
Preview of Sinusodial Function Transformations AP® Precalculus 3.6 Activity I have Who Has

Sinusodial Function Transformations AP® Precalculus 3.6 Activity I have Who Has

Do you find that your AP® Precalculus need more help applying and determining the transformations done to sinusodial functions? Students will work through a game of I have... Who has... for AP® Precalculus topic 3.6. The questions will ask students to find who has a function relating to their given statement about translations and dilations to different sine and cosine functions. This activity comes with some editable cards so that more students can play, students can create cards and more for e
Preview of Rate of Change AP® Precalculus 1.2-1.3 Roller Coaster Activity

Rate of Change AP® Precalculus 1.2-1.3 Roller Coaster Activity

Do you find that your AP® Precalculus need more help connecting rate of change to real scenarios? Students will work on describing how two quantities very together and find the average rate of change for AP® Precalculus topic 1.2-1.3. ⭐Skills Required:Rates of ChangeIncreasing and decreasingRate of change increasing and decreasingConcave up and concave down❤️Resource is Great for:AP® PrecalculusAP® CalculusAlgebra 2Remote LearningHomeschoolingTutoring⭐Includes:2-page activity (2 versions that us
Preview of AP® Precalculus Unit 2.8-2.15 Review Activity Logarithmic Functions

AP® Precalculus Unit 2.8-2.15 Review Activity Logarithmic Functions

Do you find that your AP® Precalculus need more practice relating to logarithmic functions? Students will work through four stations to complete critical thinking questions relating to unit 2.8-2.15 for AP Precalc. ⭐Skills Required:Inverse functionsLogarithmic expressionsInverses of exponential functionsLogaritmic functions and manipulationExponential and logarithmic equations and inequalitiesLogarithmic function context and data modelingSemi-log plots❤️Resource is Great for:AP® PrecalculusAP® C
Preview of AP Precalculus Sine, Cosine and Tangent Color by Number Activity 3.2

AP Precalculus Sine, Cosine and Tangent Color by Number Activity 3.2

Do you find that your AP® Precalculus need more practice with using the unit circle in order to determine the exact values of sine, cosine and tangent when relating to radians? This color by number activity comes with 12 problems relating to finding the exact value of sine, cosine and tangent functions when relating to the unit circle and comes with two color by number options.⭐Skills Required:Trignometric FunctionsUnit CircleSine, Cosine and Tangent❤️Resource is Great for:AP® PrecalculusAP® Cal
Preview of AP® Precalculus Unit 1 Review Activity Polynomial and Rational Functions

AP® Precalculus Unit 1 Review Activity Polynomial and Rational Functions

Do you find that your AP® Precalculus need more practice relating to polynomial and rational functions? Students will work through four stations to complete critical thinking questions relating to unit 1 for AP Precalc. ⭐Skills Required:Rate of the Rate of changeZeros of a FunctionsDomain of a FunctionExtrema and more❤️Resource is Great for:AP® PrecalculusAP® CalculusAlgebra 2Remote LearningHomeschoolingTutoring⭐Includes:4 stations with three questions eachDifferentiated (complete all questions
Preview of AP® Precalculus Unit 3.1 Periodic Phenomena Activity

AP® Precalculus Unit 3.1 Periodic Phenomena Activity

Do you find that your AP® Precalculus need more practice relating to periodic functions and finding the intervals for increasing, decreasing and concavity? Students will work through six problems to describe how to tell functions are periodic and then to describe the intervals for increasing, decreasing, concave up and concave down. ⭐Skills Required:Writing intervals for increasing and decreasingWriting intervals for concave up and downDetermining functions are periodic or not❤️Resource is Great
Preview of Step-by-Step Method to Solving Differential Equations!

Step-by-Step Method to Solving Differential Equations!

Created by
The AP Guru
Don't get overwhelmed by the many different problems in AP Calculus--just take it step by step! My step by step guides break down complicated questions and make them manageable. Designed for students of all ages. Go and get that 5 on your Advanced Placement exam using my worksheets!
Preview of Calculus - Summer Work Packet

Calculus - Summer Work Packet

This summer work packet is a review of topics designed for students that will be entering into Calculus. Topics include:- Simplify rational expressions- Complete identities- Simplify rational & trigonometric expressions with operations- Rewrite equations- Function operations using sets of ordered pairs, radical functions, and polynomials- Evaluate expressions- Sigma notation- Simplify logs, exponents, radicals, rational expressions- Evaluate trigonometric expressions without a calculator- F
Preview of AP Calculus AB - Summer Work Packet

AP Calculus AB - Summer Work Packet

This summer work packet is a review of topics designed for students that will be entering into AP Calculus AB. Topics include:- Simplify rational expressions- Complete identities- Simplify rational & trigonometric expressions with operations- Rewrite equations- Function operations using sets of ordered pairs, radical functions, and polynomials- Evaluate expressions- Sigma notation- Simplify logs, exponents, radicals, rational expressions- Evaluate trigonometric expressions without a calculat
Preview of Transformations of Functions AP® Precalculus 1.12 Activity I have Who Has

Transformations of Functions AP® Precalculus 1.12 Activity I have Who Has

Do you find that your AP® Precalculus need more help applying and determining the transformations done to polynomial and rational functions? Students will work through a game of I have... Who has... for AP® Precalculus topic 1.12. The questions will ask students to find who has a function relating to their given statement about translations and dilations. This activity comes with some editable cards so that more students can play, students can create cards and more for easy differentiation.⭐Skil
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