40 results
High school calculus unit plans under $5
AP Calculus Year-Long-Plan (Organized Topic-By-Topic Syllabus)
This document presents a comprehensive curriculum designed to prepare students for the AP Calculus exam, incorporating adjustments to the standard College Board curriculum. This curriculum is structured to span across 156 school days leading up to the AP Calculus exam on May 13, offering a detailed breakdown of units and topics to be covered, including foundational concepts, differentiation, integration, and the application of calculus in various contexts.For another educator, this curriculum ca
Subjects:
Grades:
9th - 12th
Types:
Limits & Continuity - Grade 11/12
This resource describes limits and continuity. We investigate the different types of functions and what it means when a function is continuous and discontinuous. Examples are given together with graphical representations. Kind RegardsENTER-ONE
Integration Techniques - Notes Slideshow
This slideshow is specially designed for you to be able to click through and guide your students through the topics of:* Basic Integration Rules* Integration by Parts* Trigonometric Integration* Trigonometric Substitution* Partial Fractions* Numerical Integration* Integration by Tables* Improper IntegralsDefinitions, examples, and student practice are all included in this slideshow.ALL ANSWERS ARE INCLUDEDAre you looking for more on your INTEGRATION TECHNIQUES unit? Check out these resources!Int
Subjects:
Grades:
11th - 12th
Also included in:Â CALCULUS - Entire Course Bundle!
RULES of LOGARITHMS & SOLVING LOGARITHMIC EQUATIONS
Logarithms helps us represent large numbers in very compact form. It can also be used to tell us how many of one number we must multiply to get another number.
The exponential function y=a^x is one of the most important functions in mathematics, physics, and engineering. Applications relating to radioactive decay, bacterial growth, population growth, continuous interest all involve exponential functions. We know that logarithmic and exponential functions are inverses. This means one can chan
Subjects:
Grades:
9th - 12th, Higher Education, Adult Education, Staff
Types:
CALCULUS: LOCAL MAXIMUM AND LOCAL MINIMUM
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
Subjects:
Grades:
11th - 12th, Higher Education, Adult Education, Staff
Types:
Also included in:Â BASIC CALCULUS
Applications of Integration - Notes Slideshow
This slideshow is specially designed for you to be able to click through and guide your students through the topics of:* Area Between 2 Curves* The Disk Method* The Washer Method* The Shell Method* Arc Length* Surfaces of Revolution* Work Definitions, examples, and student practice are all included in this slideshow.ALL ANSWERS ARE INCLUDEDAre you looking for more on your APPLICATIONS OF INTEGRATION unit? Check out these resources!Applications of Integration - Notes SlideshowApplications of Inte
Subjects:
Grades:
11th - 12th
Also included in:Â CALCULUS - Entire Course Bundle!
Intro to Calculus and Limits - Unit Notes Slideshow
This slideshow is specially designed for you to be able to click through and guide your students through the topics of:* Estimating Limits* Evaluating Limits* The Tangent Line* Limits of Rational Functions* Limits of SummationsDefinitions, examples, and student practice are all included in this slideshow.ALL ANSWERS ARE INCLUDEDLooking for more on your INTRO TO CALCULUS & LIMITS unit? Check out these resources!Estimating Limits - Interactive NotebookEvaluating Limits - SudokuThe Tangent Line
Subjects:
Grades:
9th - 12th
Also included in:Â Introduction to Calculus and Limits - ENTIRE UNIT BUNDLE!!
Integration - Unit Notes Slideshow
This slideshow is specially designed for you to be able to click through and guide your students through the topics of:* Antiderivatives* Area* Riemann Sums & Definite Integrals* The Fundamental Theorem of Calculus* Integration by SubstitutionDefinitions, examples, and student practice are all included in this slideshow.ALL ANSWERS ARE INCLUDEDAre you looking for more on your INTEGRATION unit? Check out these resources!Integration - AssessmentsIntegration - Digital Escape RoomAntiderivatives
Subjects:
Grades:
11th - 12th
Also included in:Â CALCULUS - Entire Course Bundle!
Systems of Equations & Inequalities - Unit Notes Slideshow
This slideshow is specially designed for you to be able to click through and guide your students through the topics of:* Systems of Equations* Linear Systems in 2 Variables* Multi-Variable Systems of Equations* Partial Fractions* Systems of Inequalities* Linear ProgrammingDefinitions, examples, and student practice are all included in this slideshow.ALL ANSWERS ARE INCLUDEDLooking for more on your SYSTEMS OF EQUATIONS & INEQUALITIES unit? Check out these resources!Systems of Equations - Vale
Subjects:
Grades:
9th - 12th
Also included in:Â Systems of Equations & Inequalities - ENTIRE UNIT BUNDLE!!
Trigonometry - Notes Slideshow
This slideshow is specially designed for you to be able to click through and guide your students through the topics of:* Radians & Degrees* The Unit Circle* Right Angle Trigonometry* Other Angle Trigonometry* Sine & Cosine Graphs* Graphs of Other Trigonometric Functions* Inverse Trigonometric FunctionsDefinitions, examples, and student practice are all included in this slideshow.ALL ANSWERS ARE INCLUDEDLooking for more on your TRIGONOMETRY unit? Check out these resources!Radians & De
Subjects:
Grades:
9th - 12th
Also included in:Â Trigonometry - ENTIRE UNIT BUNDLE!!
Trigonometry Topics - Unit Notes Slideshow
This slideshow is specially designed for you to be able to click through and guide your students through the topics of:* Law of Sines* Law of Cosines* Vectors in the Plane* Vectors & Dot Products* The Complex PlaneDefinitions, examples, and student practice are all included in this slideshow.ALL ANSWERS ARE INCLUDEDLooking for more on your TRIGONOMETRY TOPICS unit? Check out these resources!Law of Sines - Coloring PageLaw of Cosines - Scavenger HuntVectors in the Plane - SudokuDot Product -
Subjects:
Grades:
9th - 12th
Also included in:Â Trigonometry Topics - ENTIRE UNIT BUNDLE!!
Analytic Trigonometry - Unit Notes Slideshow
This slideshow is specially designed for you to be able to click through and guide your students through the topics of:* Fundamental Trig Identities* Verifying Trig Identities* Solving Trigonometric Equations* Sum & Difference Formulas* Multiple Angle Formulas* Product-to-Sum FormulasDefinitions, examples, and student practice are all included in this slideshow.ALL ANSWERS ARE INCLUDEDLooking for more on your ANALYTIC TRIGONOMETRY unit? Check out these resources!Fundamental Trig Identities -
Subjects:
Grades:
9th - 12th
Also included in:Â Analytic Trigonometry - ENTIRE UNIT BUNDLE!!
PreCalculus Unit 14: Limits
Product DescriptionThis product contains a full unit of materials, including note-taking guides, answer keys, and video instructions. Each lesson provides instruction for the lesson and is intended to provide virtual class lectures to students.The file download contains a Google Link to the course content. This package includes the following:Videos, Workbook, and Answer KeyUnit 14 - Limits
Subjects:
Grades:
9th - 12th
Types:
Also included in:Â Pre-Calculus: Curriculum Bundle
CALCULUS: INFLECTION POINTS AND INTERVALS OF CONCAVITY
Objectives:
Upon completion of this section, the student should be able to:
• Find inflection points
• Use the concavity test to determine the intervals of concavity of a function
Subjects:
Grades:
10th - 12th, Higher Education, Adult Education, Staff
Types:
Also included in:Â BASIC CALCULUS
Taylor & Maclaurin Polynomials & Series, Power Series
Everything you need to guide students to understanding and developing Taylor & Maclaurin Polynomials & Series and Power Series.
Message me for a free answer key!
Subjects:
Grades:
11th - 12th
Types:
Sequences & Series - Unit Notes Slideshow
This slideshow is specially designed for you to be able to click through and guide your students through the topics of:* Introduction to Sequences & Series* Arithmetic Sequences & Partial Sums* Geometric Sequences & Series* Partial Fractions* The Binomial TheoremDefinitions, examples, and student practice are all included in this slideshow.ALL ANSWERS ARE INCLUDEDLooking for more on your SEQUENCES & SERIES unit? Check out these resources!Mathematical Induction - Amazing RaceBinom
Subjects:
Grades:
9th - 12th
Also included in:Â Sequences & Series - ENTIRE UNIT BUNDLE!!
Logarithmic & Exponential Functions (CALCULUS) - Notes Slideshow
This slideshow is specially designed for you to be able to click through and guide your students through the topics of:* Differentiation of Natural Logarithmic Functions* Integration of Natural Logarithmic Functions* Inverse Functions* Exponential Functions (Integration & Differentiation)* Bases Other Than e* L'Hôpital's Rule* Inverse Trigonometric Functions (Differentiation)* Inverse Trigonometric Functions (Integration)Definitions, examples, and student practice are all included in this sl
Subjects:
Grades:
11th - 12th
Also included in:Â CALCULUS - Entire Course Bundle!
Applications of Differentiation - Unit Notes Slideshow
This slideshow is specially designed for you to be able to click through and guide your students through the topics of:* Extrema* Rolle's Theorem* Mean Value Theorem* First Derivative Test* Second Derivative Test* Limits at InfinityDefinitions, examples, and student practice are all included in this slideshow.ALL ANSWERS ARE INCLUDEDAre you looking for more on your APPLICATIONS OF DIFFERENTIATION unit? Check out these resources!Applications of Differentiation - Notes SlideshowApplications of Dif
Subjects:
Grades:
11th - 12th
Also included in:Â CALCULUS - Entire Course Bundle!
Differentiation - Notes Slideshow
This slideshow is specially designed for you to be able to click through and guide your students through the topics of:* The Derivative & Tangent Line* Basic Differentiation Rules* Product and Quotient Rules* Chain Rule* Implicit Differentiation* Related RatesDefinitions, examples, and student practice are all included in this slideshow.ALL ANSWERS ARE INCLUDEDAre you looking for more on your DIFFERENTIATION unit? Check out these resources!Differentiation - AssessmentsDifferentiation - Digit
Subjects:
Grades:
11th - 12th
Also included in:Â CALCULUS - Entire Course Bundle!
PHYSICS: OBJECTS IN PROJECTILE MOTION
This document describes in detail the basic concept of projectile motion.
When an object is thrown above the ground with an initial velocity u at an angle to the ground, it experiences projectile motion. In a vacuum, the only force acting on the object would be the downward gravitational force. The projectile motion is such that the horizontal velocity (V_x) stays constant while vertical velocity (V_y) shows that the object will decelerates until it reaches the maximum height, and then accelera
Subjects:
Grades:
9th - 12th, Higher Education, Adult Education, Staff
Types:
AP CALCULUS AB: FINDING A DERIVATIVE BY APPLYING IMPLICIT DIFFERENTIATION
This lesson on how to apply the process of implicit differentiation to find the derivate of an equation is intended for students enrolled in AP Calculus AB or BC, Calculus Honors, or College Calculus. Objective: At the end of this lesson, the students should learn how to find the derivatives of equations in which y is not written explicitly in terms of x.Some equations in mathematics do not allow for the solution of y in terms of x. These may be relations which are functions only if taken in pi
Grades:
12th, Higher Education, Adult Education, Staff
Types:
Also included in:Â BASIC CALCULUS
Calculus Chapter 7 Area Between Curves
This is a lesson on Area between Curves.
It includes notes on Area between Curves, Worksheet, Practice Test with the answers and a final exam review with the answers on it.
Subjects:
Grades:
10th - 12th, Higher Education, Adult Education, Staff
Types:
AP CALCULUS AB : FINDING A DERIVATIVE BY USING THE QUOTIENT RULE
The quotient rule is a process of differentiation for a quotient of two functions. This rule is for differentiating functions where one function is divided by another. The rule follows from the limit definition of derivative and is given by: f ' (x) . g(x) - f(x) . g ' (x) dy/dx =------------------------------------------ (g(x))^2In this document, the rule is given formally and several examples are worked out.The document should serve as a useful guide fo
Grades:
11th - 12th, Higher Education, Adult Education, Staff
Types:
Also included in:Â BASIC CALCULUS
THE GEOMETRIC Series
A GEOMETRIC Series
Whenever a series of numbers follow a pattern of multiplying a term by a constant each term to arrive at the next term, we regard such a sequence as a geometric sequence. The constant multiplied each time is the same. This fixed constant that is being multiplied to arrive at the next term is called the common ratio, r, referring to the fact that the ratio (fraction) of the second term to the first term yields this constant. To find the common ratio, divide the second term b
Subjects:
Grades:
9th - 12th, Higher Education, Adult Education, Staff
Types:
Also included in:Â ALGEBRA I & II BUNDLED NOTES FOR ONLINE TEACHERS
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