Engage your Year 11 ATAR Mathematics Methods students with this comprehensive Applications of Derivatives to Kinematics worksheet. Designed to build confidence in applying calculus to motion problems, this resource includes a wide range of questions from straightforward calculations to applied problem-solving and mixed challenges. What’s Inside: Part A: Fundamental differentiation practice with displacement, velocity, and acceleration. Part B: Real-world applied kinematics problems (cars, ball
Worksheet involving increasing, decreasing functions, Extrema, Mean Value Theorem and Rolle's TheoremThis work by Betty Watson is licensed under a Creative Commons Attribution-Noncommercial 3.0 United States License.
Betty Watson
This resource includes notes, examples, handout and assignment analyzing graphs of functions using tables. Tables include: · Relative Extrema · Inflection Points · Intervals of IncreaseandDecrease · Intervals of Concave Upward and Concave Downward · Vertical Asymptotes Students will complete tables with: · Information about f(x) · Information about f'(x) · Information about f''(x) · Description of graph
This lesson introduces the First and Second Derivative Tests in the context of polynomials. (The lesson on Curve Sketching uses these tests to examine other types of functions.) The lesson begins with a review of increasinganddecreasing functions as well as critical numbers. Then, the First Derivative Test is introduced, along with an application. After that, concavity and inflection points are introduced. Finally, the Second Derivative Test is shown, along with an example. This lesson is
In this lesson, students gain practice in using calculus to understand the features of a graph. Students learn to identify the domain, intercepts, and symmetry of a function. They also practice using calculus to find asymptotes, intervals of increaseanddecrease, intervals of concavity, local extrema, and points of inflection. This lesson is appropriate for both AP Calculus AB and BC. Detailed answer keys are included. The topics covered include: -Features of a Function -Rational Function -Tr
This lesson helps students learn how to graph the derivative of a function, given a graph of the function. Students also learn how to interpret the graph of the derivative and they make the connection between the derivative of the position function and the velocity function. Increasinganddecreasing functions are also introduced. Finally, students learn how to estimate derivatives from a table of values and then use those values to create a graph of the derivative. This lesson is appropriate
⭐⭐This SET OF EDITABLE TEMPLATES is designed to enhance your warm-up exercises through the school year. There are editable text boxes for you to insert functions and equations for your students to get a start to your instructional days.⭐⭐ ✅ KEY CONCEPTS/TOPICS:Limits and ContinuityDerivatives RulesIntervals of Increaseand DecreaseConcavityAntiderivativesDefinite IntegralsPosition, Velocity, AccelerationVolumes of SolidsI value your feedback. Please rate this product. If you have any issues or
In this download you will find everything you need to teach all the topics of Calculus BC for the year. Topics stretch from review of prior math to polar functions. PDF and word files are included for all packets. Word files are editable. Each of 10 chapters has notes, homework, warmups and practice quizzes. There are powerpoints of each set of notes to teach with, and they are editable. Filled in notes are included, as well as homework work and answers. The warm ups also have a powerpoint fil
In this download you will find everything you need to teach all the topics of Calculus AB for the year. Topics stretch from review of prior math to volumes of rotation. PDF and word files are included for all packets. Word files are editable. Each of 7 chapters has notes, homework, warmups and practice quizzes. There are powerpoints of each set of notes to teach with, and they are editable. Filled in notes are included, as well as homework work and answers. The warm ups also have a powerpoi
This is a 6 question quiz designed to access students ability to apply the product and quotient rules to derivatives. It also includes a derivative of one of the 6 trigonometric functions. This quiz contains no chain rule.
Looking for a 12th grade or higher ed Calculus/AP Cal resource that helps students evaluate limits graphically? This Intro to Limits quiz is perfect for making learning engaging and stress-free! ✅ This resource includes: 3 versions - 10 questions eachPrint-and-go PDFEditable PowerPoint optionAnswer keys Problems include left- and right-hand limits, overall limits, and finding function values. Answers may result in DNE.This resource is ideal for 12th grade and higher education. 🎉 Grab it no
Calculus Related Rates: NO Prep Needed! This lesson contains everything you need to teach related rates. The editable and animated PowerPoint goes through all of the steps and tips involved when solving related rates problems and uses the popular DREDS strategy (Diagram, Label Rates, Write Equation(s), Differentiate, and Substitute). It contains 5 complete examples with step by step solutions, one of which is presented for the students to work out on their own. I put that slide up, give them 5-
This beginning derivatives quiz covers the constant, sum, difference, power, product, and quotient rules. It does NOT have trigonometric, exponenential, or logarithmic functions and the Chain Rule is not needed.
This is a short worksheet/quiz for a Pre-Calculus class that covers solving different types of radical equations and inequalities. Answer sheet also included.
This worksheet asks the student to graph a piecewise function in four pieces. The function includes linear and quadratic equations and has discontinuity.
The students are then asked to find five different limits including a limit from the right and the limit as x approaches a value not shown on the graph.
This document is great for group work, a quiz, or going through an example with the class.
This quiz will require students to use the Chain Rule (sometimes multiple times), along with the product and quotient rules. Students must also know the derivatives of the six trig functions.
This is a brief, editable quiz for a Pre-Calculus Class and covers Real Numbers, Number Relations, Functions, Mathematical Patterns, and Arithmetic Sequences. Answer Key Included.
Are you looking for a comprehensive and engaging way to prepare your AP Calculus BC students for success on the exam? Introducing the AP Calculus BC Big Bundle Curriculum by Flamingo Math, your all-in-one solution for a rigorous and effective AP Calculus BC course. Designed to save you valuable time and boost student understanding, this bundle provides everything you need to guide your students from foundational concepts to advanced topics with confidence and clarity. There are no activities i
AP Calculus AB Big Idea 1: Limits and Continuity. There are 10 practice problems for the limits and continuity unit that can be used for warmups, quizzes, or tests. Complete answer key is included.
This is a bundle of a practice worksheet and a short quiz that I use in my Calculus class after students learn to find normal and tangent lines using limits.
Are you spending too much time preparing comprehensive AP Calculus BC lessons and struggling to find engaging, all-in-one resources? Introducing the AP Calculus BC Mega Bundle Curriculum by Flamingo Math, your ultimate solution for a full-year AP Calculus BC course! This meticulously crafted bundle is designed to save you precious hours of planning while powerfully engaging your students and boosting their understanding. Say goodbye to scattered materials and hello to a cohesive, expertly desig
⭐⭐ This Precalculus Honors lesson provides you with a customizable and fully-editable resource of guided student notes, practice set and daily lesson quiz that cover the topics for Finding Limits Graphically. Your students will find one-sided limits and general limits by properties and analytic methods. ⭐⭐ ✅ Lesson 10.2 Finding Limits Graphically is a two-day lesson with an emphasis on the learning objectives: ★ Evaluate limits using substitution ★ Evaluate limits using algebraic methods