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Percent Increase and Decrease Quiz

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Preview of Halloween pixel art - Percents

Halloween pixel art - Percents

Created by
Le Professeur
Calculate percentages (includes increase & decrease) and find the color code to pixelize a witch for Halloween !
Preview of Calculus Quiz 3.1 & 3.3 (Extrema and Decreasing/Increasing Intervals)

Calculus Quiz 3.1 & 3.3 (Extrema and Decreasing/Increasing Intervals)

Please let me know if you have any questions! Enjoy!
Preview of Calculus Increasing and Decreasing Functions - Coloring Page Activity

Calculus Increasing and Decreasing Functions - Coloring Page Activity

Students will use their knowledge of INCREASING AND DECREASING FUNCTIONS in this coloring sheet. It is way more fun than a traditional worksheet, and it's great for teachers to use for student work displays. ANSWER KEY INCLUDED Are you looking for more on your APPLICATIONS OF DIFFERENTIATION unit? Check out these resources! Applications of Differentiation - Notes SlideshowApplications of Differentiation - AssessmentsApplications of Differentiation - Digital Escape RoomAbsolute Extrema Activity
Preview of Functions - Increasing, Decreasing, Maxima and Minima

Functions - Increasing, Decreasing, Maxima and Minima

This self-checking worksheet has 9 functions which should be put into a graphing utility to find the maximum and/or minimum value. Then, using those values, find either the increasing or decreasing interval. When finished, the students will find a mathematical saying.
Preview of Calculus Notes 3.3 - Increasing & Decreasing Functions

Calculus Notes 3.3 - Increasing & Decreasing Functions

Scaffolded notes, as well as corresponding warm-ups. Please let me know if you have any questions! Enjoy!
Preview of Sequences (NOT Arithmetic & Geometric)-10 Practice Pages (80 CLASIFIED Problems)

Sequences (NOT Arithmetic & Geometric)-10 Practice Pages (80 CLASIFIED Problems)

Created by
Niki Math
*The product is designed for PreCalculus through Calculus. These are 10 practice pages/sheets on sequences containing a total of 80 classified problems. Students will find the first n terms of explicitly- defined sequence (page 1, 10 problems)find the first n terms of recursively – defined sequence (page 2, 8 problems)write the explicit rule for the nth term of a given sequence (page 3, 10 problems)determine whether given sequences are monotonic (page 4, 8 problems)prove that given sequence
Preview of Calculus Board Sessions,Session 10, derivatives,increasing decreasing

Calculus Board Sessions,Session 10, derivatives,increasing decreasing

In this Board Session students will… -get some exponent and trig practice -find derivatives -find derivatives implicitly -apply derivatives to graphing -review finding tangent line equations -review solving an exponential equation We DO have a complete set of the 20 Calculus Board Sessions listed, and at a discount from the individual sessions multiplied by 20. For ease in finding it you might want to try copying: Complete Set 20 Calculus Board Sessions, Review WITH solutions, No Calculator A
Preview of Calculus - Utilizing Information Presented Graphically

Calculus - Utilizing Information Presented Graphically

Created by
Lisa Jones
Students will review the Fundamental Theorem of Calculus and properties of definite integrals, increasing/decreasing, cavity, writing the equation of a circle and a tangent line while completing these activities.
Preview of Application of Derivatives -15 Open-Ended Questions (solutions provided)

Application of Derivatives -15 Open-Ended Questions (solutions provided)

Created by
Niki Math
These are 15 open-ended carefully chosen questions concerning the following: ❄ determining intervals of increasing and decreasing (2nd , 3th and 9th problems) ❄ finding local and absolute extrema (1st , 7th and 12th problems) ❄ finding inflection points (10th and 15th problems) ❄ determining intervals of concavity (9th problem) ❄ finding the slope and the equation of the tangent and the normal lines at a point ( 5th , 8th ,11th , 13th and 14th problems) ❄ computing second and highe
Preview of Using the Chain Rule with Graphical Information Task Cards

Using the Chain Rule with Graphical Information Task Cards

This set of 20 task cards presents students with graphical information about functions f and g. Then students are asked to consider several composite functions 1. f(g(x)) 2. g(f(x)) 3. f(x^2) 4. f(-x^2) 5. f(f(x))
Preview of CALCULUS: LOCAL MAXIMUM AND LOCAL MINIMUM

CALCULUS: LOCAL MAXIMUM AND LOCAL MINIMUM

Created by
STEM Creations
Objectives: Upon completion of this section, the student should be able to: • Use derivatives to determine the intervals of increase and decrease of a given function • Use the First Derivative Test to determine any local maximum or minimum points
Preview of Critical Points Matching Cards

Critical Points Matching Cards

Students match a function, it’s critical points, where the function is at a minimum and/or maximum, where the function is increasing and/or decreasing and the sign chart for the first derivative. This activity has been revised.
Preview of Derivatives of Logarithmic Functions - 15 Practice Problems

Derivatives of Logarithmic Functions - 15 Practice Problems

Created by
Niki Math
These are 15 practice problems on differentiation of logarithmic functions. The first twelve of the problems are finding the first derivative of common and composite logarithmic functions. The problem 13 is finding the tangent line of a logarithmic function at a given value of x. Problems 14 and 15 are determining if a logarithmic function is increasing or decreasing at three different values of x. I hope the practice sheet gives enough room for your students to show work. The product can be use
Preview of Calculus Board Sessions,Session 19, Integrating even and odd sines

Calculus Board Sessions,Session 19, Integrating even and odd sines

In this Board Session students will… -get some definite integration and trig practice -find average value of a function -work with integrating sin square and sine cubed -review increasing,decreasing,point of inflection -integrate a step function using area -work with the motion of a particle We DO have a complete set of the 20 Calculus Board Sessions listed, and at a discount from the individual sessions multiplied by 20. For ease in finding it you might want to try copying: Complete Set 20 Cal
Preview of CALCULUS 1st Semester REVIEW - "Gingerbread" Task Cards Christmas Activity

CALCULUS 1st Semester REVIEW - "Gingerbread" Task Cards Christmas Activity

Created by
Niki Math
This fun gingerbread cookies themed activity will help your students review such topics as ❄ first and second derivatives ❄ evaluating limits using L’Hospital’s Rule ❄ finding asymptotes of functions ❄ intervals of increasing and decreasing ❄ critical points and local extrema ❄ intervals of concavity and inflection points ❄ finding the equation of a tangent line ❄ implicit differentiation ❄ logarithmic differentiation The functions included are rational, radical, trigonometric, inverse trig
Preview of Calculus First Derivative Test Maze

Calculus First Derivative Test Maze

Created by
Joan Kessler
This fun activity for the 1st Derivative Test will engage you Calculus students while studying Analytical Applications of Differentiation. Students use the 1st Derivative Test to determine if the function is increasing, decreasing, or neither at a given point. This activity is designed to be used without Graphing Calculators. There are 16 problems and students must complete 15 of them to correctly complete the maze. An answer key is included.I have also included a student show your work page
Preview of First & Second Derivative Matching Cards (Revised)

First & Second Derivative Matching Cards (Revised)

Students work in groups of two or three to match the graph of a function, the graph of the first derivative, the graph of the second derivative, information from the first derivative (increasing, decreasing & horizontal tangent locations) and information from the second derivative (concavity & inflection points).
Preview of Calculus: First & Second Derivative Tests Maze Activity

Calculus: First & Second Derivative Tests Maze Activity

Created by
Qwizy
Calculus: First & Second Derivative Tests Maze Activity SetsStudents will perform the first and second derivative tests to analyze functions (quadratics, cubics, quartics, rationals, & equations with rational exponents) to find critical points, intervals of increasing/decreasing values, inflection points, and intervals of concavity. Product Features: 25 unique Mazes5 different versions: Each with 15 unique questions & 5 different maze pathsPrintable option - Facilitate hands on learning in y
Preview of Winter: First & Second Derivative Tests Maze Activity

Winter: First & Second Derivative Tests Maze Activity

Created by
Qwizy
Winter: Calculus First & Second Derivative Tests Maze Activity Sets Students will perform the first and second derivative tests to analyze functions (quadratics, cubics, quartics, rationals, & equations with rational exponents) to find critical points, intervals of increasing/decreasing values, inflection points, and intervals of concavity. Product Features: 25 unique Winter Mazes 5 different versions: Each with 15 unique questions & 5 different maze pathsPrintable option - Facilitate hands
Preview of Christmas Calculus First & Second Derivative Tests Maze Activity (25 Mazes!)

Christmas Calculus First & Second Derivative Tests Maze Activity (25 Mazes!)

Created by
Qwizy
Christmas: Calculus First & Second Derivative Tests Maze Activity Sets Students will perform the first and second derivative tests to analyze functions (quadratics, cubics, quartics, rationals, & equations with rational exponents) to find critical points, intervals of increasing/decreasing values, inflection points, and intervals of concavity. Product Features: 25 unique Christmas Mazes 5 different versions: Each with 15 unique questions & 5 different maze pathsPrintable option - Facilitate h
Preview of Spring: First & Second Derivative Tests Maze Activity

Spring: First & Second Derivative Tests Maze Activity

Created by
Qwizy
Spring: Calculus First & Second Derivative Tests Maze Activity SetsStudents will perform the first and second derivative tests to analyze functions (quadratics, cubics, quartics, rationals, & equations with rational exponents) to find critical points, intervals of increasing/decreasing values, inflection points, and intervals of concavity. Product Features: 25 unique Spring Mazes5 different versions: Each with 15 unique questions & 5 different maze pathsPrintable option - Facilitate hands on
Preview of Summer: First & Second Derivative Tests Maze Activity

Summer: First & Second Derivative Tests Maze Activity

Created by
Qwizy
Summer: Calculus First & Second Derivative Tests Maze Activity SetsStudents will perform the first and second derivative tests to analyze functions (quadratics, cubics, quartics, rationals, & equations with rational exponents) to find critical points, intervals of increasing/decreasing values, inflection points, and intervals of concavity. Product Features: 25 unique Summer Mazes5 different versions: Each with 15 unique questions & 5 different maze pathsPrintable option - Facilitate hands on
Preview of Easter: First & Second Derivative Tests Maze Activity

Easter: First & Second Derivative Tests Maze Activity

Created by
Qwizy
Easter: Calculus First & Second Derivative Tests Maze Activity SetsStudents will perform the first and second derivative tests to analyze functions (quadratics, cubics, quartics, rationals, & equations with rational exponents) to find critical points, intervals of increasing/decreasing values, inflection points, and intervals of concavity. Product Features: 25 unique Easter Mazes5 different versions: Each with 15 unique questions & 5 different maze pathsPrintable option - Facilitate hands on
Preview of Fall: First & Second Derivative Tests Maze Activity

Fall: First & Second Derivative Tests Maze Activity

Created by
Qwizy
Fall: Calculus First & Second Derivative Tests Maze Activity SetsStudents will perform the first and second derivative tests to analyze functions (quadratics, cubics, quartics, rationals, & equations with rational exponents) to find critical points, intervals of increasing/decreasing values, inflection points, and intervals of concavity. Product Features: 25 unique Fall Mazes 5 different versions: Each with 15 unique questions & 5 different maze pathsPrintable option - Facilitate hands on l
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