This upload of quiz 13 has both pdf and word formats. This is a no calculator quiz. The word file is editable. This quiz has 12 versions. Grading is easy with student's answers placed into an answer strip that match the spreadsheet of answers. A filled in answer grid is included for all versions. Timing and point values for each question has been left to the teacher. ( I like to give a "freebie" or two when grading, these are very hard quizzes ) It is possible to shuffle the pages and create you
Students will be able to justify where a function is increasinganddecreasing, concave up and concave down. They will be able to justify a function’s extrema and inflection points. They will be able to apply the Extreme Value Theorem, the First Derivative Test, the Concavity Test, the Second Derivative Test, and the Mean Value Theorem. Students will be able to accurately sketch a curve given its derivative graph and sketch a curve’s derivative given its graph.
Quizzes, Review, and Tests for optimization, 1st derivative test, 2nd derivative test, increasinganddecreasing intervals, extrema, critical points, concavity, points of inflection, and the mean value theorem -- Over 30 pages!
Students will be able to accurately sketch a curve given its derivative as well as connect the amount of increaseanddecrease to an integral. Students will be able to apply integrals to particle motion problems.
The Critical Points Quiz (2 versions) contains 2 free response problems (one with 8 parts) along with answer keys that show step-by-step solutions (where appropriate) with suggested point distributions. Quizzes are in both PDF and Word form, keys are in PDF form. The quizzes assess: - Finding maxima/minima, intervals of increase/decrease, inflection points, intervals of concave up/down, and sketching a graph of the function - Sketching the graph of f(x) given a graph of its derivative
Analytical Applications of Differentiation Calculus Unit Bundle:This is a bundle with guided notes, PowerPoints aligned with the guided notes, additional practice (homework), mid-unit quiz, unit test, unit review, and unit pacing guide for Analytical Applications of Differentiation (Unit 4). This unit contains 6 lessons. Lesson 4.1: Using the Mean Value TheoremLesson 4.2: Extrema on an IntervalLesson 4.3: IncreasingandDecreasing Intervals and The First Derivative TestLesson 4.4: Concavity and
Unit 2 of this Precalculus curriculum is called Functions. This unit includes seven sections of guided notes with a problem set for each section, three worksheets that can be also used as quizzes, a unit overview and two FREE resources: a Unit Review and a Unit Exam. Below is a break down of each lesson in the unit: Lesson 1: Intro to Functions Lesson 2: Graphs of Functions Lesson 3: Increasing & Decreasing Functions Lesson 4: Function Transformations Lesson 5: Quadratic Functions Lesson 6: Comb
This resource includes 5 exam-style free-response questions (FRQs) built around Unit 5: Function Analysis with Derivatives, designed for students in a Calculus AB class or similar introductory calculus course. Prompts focus on: The Mean Value Theorem (MVT)The Extreme Value Theorem (EVT)Intervals of increase/decreaseThe first derivative testFinding absolute extrema with the candidates testConcavityThe second derivative testCurve sketchingConnecting a function to its derivativesOptimizationBehavio
This resource includes 38 exam-style multiple-choice questions (MCQs) built around Unit 5: Function Analysis with Derivatives, designed for students in a Calculus AB class or similar introductory calculus course. This is Part 1 of a two-part set. Topics focus on: The Mean Value Theorem (MVT)The Extreme Value Theorem (EVT)Intervals of increase/decreaseThe first derivative testFinding absolute extrema with the candidates testConcavityAnd moreFormat and UseExam-style MCQs with thoughtful distractor
This Percent Word Problems Worksheet focuses on real-world applications of percentage increaseanddecrease. Students work with growth and decay factors, original price problems, and multi-step percentage changes. The worksheet includes: Calculating new prices after discounts and markups Finding the original price before a percentage change Multi-step percent changes (successive discounts and increases) Error analysis and reasoning tasks Conceptual reflection on percentage language Students
This product contains 130 questions in both multiple choice format and free response format. This is in an editable Word format which allows you to delete questions, rearrange, or insert your own questions. You will not be able to edit the questions themselves. I also include the pdf versions. 130 multiple choice or free response questions similar to questions college level Advanced Calculus Exams. Questions cover unit 5 Applying Derivatives to Analyze Functions on Mean Value Theorem, Extreme Va
No Prep & Digital! Do your Calculus 1 students need practice using derivatives to find intervals where a function is increasing or decreasing, relative & absolute extrema, and intervals where a function is concave up or down using the first or second derivative test? No application problems are included, perfect for students to solidify understanding of using 1st & 2nd derivative tests. Practice Determining:⭐ Critical points ⭐ Intervals of increase/decrease⭐ Points of inflection⭐ Abso
INCREASING/DECREASING INTERVALSINCREASING/DECREASING INTERVALS & CONCAVITY-SCAVENGER HUNT & CONCAVITY- SCAVANGER HUNT INCLUDED16 Station CardsRecording worksheetDIRECTIONSPrint 16 stations and scatter them around the room, on desks, walls, and even the hallway for more adventure.Distribute the recording worksheet to each student/group.Assign a starting problem to each group. Students will solve each problem and write their answers on the recording worksheet. The answer they get will l
This bundle includes 5 exam-style free-response questions (FRQs) and 68 exam-style multiple-choice questions (MCQs) built around Unit 5: Function Analysis with Derivatives, designed for students in a Calculus AB class or similar introductory calculus course. Together, these cover the full range of Unit 5 topics: The Mean Value Theorem (MVT)The Extreme Value Theorem (EVT)Intervals of increase/decreaseThe first derivative testFinding absolute extrema with the candidates testConcavityThe second der
Help students review connecting the graphs of f f' and f'' (the first and second derivative graphs) with the fun card sort activity. All questions in this word scramble activity are aligned to AP Calculus sections 5.3 Determining Intervals on Which a Function is Increasing or Decreasing 5.4 Using the First Derivative Test to Determine Relative Local Extrema 5.6 Determining Concavity of Functions over Their Domains 5.8 Sketching Graphs of Functions and Their Derivatives 5.9 Connecting a Function,
Clear up common interval notation misconceptions! Students connect intervals to x values and graphical representation of a function. Watch the lightbulb turn on with this activity. It works great as a warm-up, exit ticket, or short tutorial when students need a little extra practice reading graphs and thinking through function behavior. Students will practice: Determining where a graph is increasing, decreasing, or constantWriting answers in interval notationBuilding confidence with graph interp
Are you looking for extra practice for your Calculus students finding the Derivatives of the Logarithmic Functions? This set of 20 task cards is just what your students need to help them master and gain fluency with this challenging topic. What's Included?20 Task Cards which increase in difficulty numerically. #1 - 15 are logarithmic functions and the derivatives will use power rule, product rule, and quotient rule. #16 - 18 have bases other than e, and 19 – 20 are applications. Most problems
This pdf file contains 8 pages of course review questions and 6 pages of solutions to a standard University Level Calculus 1 ( Differential Calculus, AP Calculus ) course. There are 32 questions in total (some questions with multiple parts). The first question is a true/false question with 8 parts), and the rest are long answer questions. Full worked-out solutions are also included. Topics covered include: Evaluating limits (two-sided, one-sided, limits at infinity, limits using the Squeez
Are you looking for extra practice for your Calculus students finding the derivatives of Exponential Functions? This set of 20 task cards is just what you want to help your Calculus students master and gain fluency with differentiating exponential functions. What's Included?2 Sets of 20 Task Cards which increase in difficulty numerically. #1 - 11 are exponential which include power rule, product rule, and quotient rule. They also include questions in the form of y = e^ax. #11-15 have bases ot
This resource has a pdf of handwritten notes for the fifth topic of the recently changed Applications and Interpretations HL (AIHL) course. This has the 8 subtopics that are included in A & I SL, plus an additional 10 subtopics for HL. There will also be significant overlap with the A & A Calculus. The other three courses have been available for a while, and I have only just been able to get A & I HL written, in time for the 2023 May exams. My hope is that if you like this resource, please ‘foll
This resource has handwritten notes for the fifth topic of the new Applications and Interpretations SL course, for first exams in 2021. There will be significant overlap with the A & A Topic 5, and this is a subset of A & I HL Topic 5. I wrote and sold notes for the current IB courses, which have been fairly successful, so I am in the process of writing notes for the new courses, from scratch. My hope is that you will have a look at this free download, and if it seems like it would be helpful, p
These are handwritten notes for the fifth topic of the new Analysis & Approaches HL (AAHL / A & A HL) course, for first exams in 2021 - calculus. This has the 11 subtopics that are included in SL, plus an additional 8 subtopics for HL. There will also be significant overlap with the A & I Topic 5. I wrote and sold notes for the old IB courses, which have been fairly successful, so I am in the process of writing notes for the new courses, from scratch. If you want a preview, try the first topi