33 results
Adult education calculus unit plans
Calculus 12 Entire Course Bundle | No Prep! Engaging and Thorough!
This course bundle is a complete and rigorous resource for Calculus 12 teachers, featuring guided lesson notes, interactive activities, formative assessments, and a spiral review approach. No prep required! It's crafted to support student success and deepen understanding of calculus concepts through practical application and engaging learning opportunities. WHAT SETS THIS RESOURCE APART:Lesson Videos Included: Links to YouTube lesson videos are included to go with the guided lesson notes. They
Subjects:
Grades:
12th, Higher Education, Adult Education
Types:
Calculus 12 Integrals and Integration Techniques Unit Bundle | No Prep!
UNIT: Integrals and Techniques of IntegrationThis unit pack is a complete and rigorous resource for Calculus 12 teachers, featuring guided lesson notes, interactive activities, formative assessments, and a spiral review approach. No prep required! It's crafted to support student success and deepen understanding of calculus concepts through practical application and engaging learning opportunities.WHAT SETS THIS UNIT APART:Lesson Videos Included: Links to YouTube lesson videos are included to go
Grades:
12th, Higher Education, Adult Education
Types:
Also included in: Calculus 12 Entire Course Bundle | No Prep! Engaging and Thorough!
Calculus 12 Applications of Integration Unit Bundle | No Prep! Full Answer Keys!
UNIT: Applications of IntegrationThis unit pack is a complete and rigorous resource for Calculus 12 teachers, featuring guided lesson notes, interactive activities, formative assessments, and a spiral review approach. No prep required! It's crafted to support student success and deepen understanding of calculus concepts through practical application and engaging learning opportunities.WHAT SETS THIS UNIT APART:Lesson Videos Included: Links to YouTube lesson videos are included to go with the gui
Grades:
12th, Higher Education, Adult Education
Types:
Also included in: Calculus 12 Entire Course Bundle | No Prep! Engaging and Thorough!
Calculus 12 Analytical Applications of Derivatives Unit Bundle | No Prep!
UNIT: Analytical (Graphical) Applications of DerivativesThis unit pack is a complete and rigorous resource for Calculus 12 teachers, featuring guided lesson notes, interactive activities, formative assessments, and a spiral review approach. No prep required! It's crafted to support student success and deepen understanding of calculus concepts through practical application and engaging learning opportunities.WHAT SETS THIS UNIT APART:Lesson Videos Included: Links to YouTube lesson videos are incl
Grades:
12th, Higher Education, Adult Education
Types:
Also included in: Calculus 12 Entire Course Bundle | No Prep! Engaging and Thorough!
Calculus 12: Contextual Applications of Derivatives Unit Bundle | No Prep!
UNIT: Contextual Applications of DerivativesThis unit pack is a complete and rigorous resource for Calculus 12 teachers, featuring guided lesson notes, interactive activities, formative assessments, and a spiral review approach. No prep required! It's crafted to support student success and deepen understanding of calculus concepts through practical application and engaging learning opportunities.WHAT SETS THIS UNIT APART:Lesson Videos Included: Links to YouTube lesson videos are included to go w
Grades:
12th, Higher Education, Adult Education
Types:
Also included in: Calculus 12 Entire Course Bundle | No Prep! Engaging and Thorough!
Calculus 12 Differentiation Rules Unit Bundle | No Prep! Detailed Answer Keys!
UNIT: Differentiation RulesThis unit pack is a complete and rigorous resource for Calculus 12 teachers, featuring guided lesson notes, interactive activities, formative assessments, and a spiral review approach. No prep required! It's crafted to support student success and deepen understanding of calculus concepts through practical application and engaging learning opportunities.WHAT SETS THIS UNIT APART:Lesson Videos Included: Links to YouTube lesson videos are included to go with the guided le
Subjects:
Grades:
12th, Higher Education, Adult Education
Types:
Also included in: Calculus 12 Entire Course Bundle | No Prep! Engaging and Thorough!
Calculus 12 Limits and Continuity Unit Bundle | No Prep! Detailed Answer Keys!
UNIT: Limits and ContinuityThis unit pack is a complete and rigorous resource for Calculus 12 teachers, featuring guided lesson notes, interactive activities, formative assessments, and a spiral review approach. No prep required! It's crafted to support student success and deepen understanding of calculus concepts through practical application and engaging learning opportunities. WHAT SETS THIS UNIT APART:Lesson Videos Included: Links to YouTube lesson videos are included to go with the guided
Grades:
12th, Higher Education, Adult Education
Types:
Also included in: Calculus 12 Entire Course Bundle | No Prep! Engaging and Thorough!
Calculus Chapter 2 Limits
This is a unit in Calculus on Limits, Trig Limits, Continuity and Drawing Graphs.
Includes notes for each section, worksheets and a practice test with answer key.
Subjects:
Grades:
10th - 12th, Higher Education, Adult Education, Staff
Types:
Calculus Chapter 3 Derivatives
This is a complete unit on Slopes, Tangent Lines, Derivatives, Product Rule, Quotient Rule, Chain Rule and Implicit Differentiation.
The unit includes student note sheets for each section, worksheets and practice tests.
Subjects:
Grades:
10th - 12th, Higher Education, Adult Education, Staff
Types:
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 Chapter 4 Antiderivatives
My chapter 4 unit covers the following topics: Related Rates,Extreme Values of Functions, First and Second Derivative Test, Graphs, Optimization, Antiderivatives
This is a complete unit including note sheets, worksheets and practice tests with answers.
Subjects:
Grades:
10th - 12th, Higher Education, Adult Education, Staff
Types:
AP CALCULUS AB - Summation(sigma) notation and Riemann Sums
Summation or sigma notation is a way to express a long sum into a single compact expression.FINDING THE AREA UNDER THE CURVE OF A FUNCTION BY USING RECTANGLES Given a continuous function that is defined over an interval [a,b], we can approximate or find the exact the area under the curve of f(x) by using Riemann sums. This can be done by evaluating a lower or upper Sum of areas of (rectangles that lie above or below the graph) of f(x).Finally, find the exact area by evaluating: STEPS: The proces
Subjects:
Grades:
8th - 12th, Higher Education, Adult Education, Staff
Types:
Also included in: BASIC CALCULUS
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: BASIC CALCULUS
Calculus Chapter 5 Area Under Curves
This is a Calculus unit on Area Under Curves, Integration, Substitution in Definite Integrals and Indefinite Integrals.
Includes notes for each section, practice worksheets and a practice test with answer key.
Subjects:
Grades:
10th - 12th, Higher Education, Adult Education, Staff
Types:
AP CALCULUS AB - FINDING LIMITS & FUNCTION CONTINUITY (BUNDLED LESSONS)
This lesson on using Riemann sums to find the area under the graph of a function is intended for students enrolled in AP Calculus AB or BC, Calculus Honors, or College Calculus.In this document, we explore the following:1. How to find the limit of a function graphically with examples.2. How to find the limit of a function numerically with examples.3. How to find the limit of a function algebraically with examples.4. How to determine whether a function is continuous at a point and over an interva
Grades:
10th - 12th, Higher Education, Adult Education, Staff
Types:
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: BASIC CALCULUS
Calculus Chapter 1
This is a unit for chapter 1 in Calculus. It includes note sheets, handouts and a practice test with answers. The following topics are covered:
Domain & Range
Piecewise Functions
Operations of Functions
Absolute Value
Translations and Parabolas
Trig Functions
Subjects:
Grades:
9th - 12th, Higher Education, Adult Education, Staff
Types:
AP CALCULUS AB: THE PROCESS OF LOGARITHMIC DIFFERENTIATION
Logarithmic differentiation is the process of differentiating algebraically complicated functions for which the ordinary rules of differentiation do not apply.Outline:1. The derivatives of logarithmic functions2. The derivatives of natural logarithmic functions3. The derivatives of logarithmic function compositions4. The process of logarithmic differentiation
Subjects:
Grades:
11th - 12th, Higher Education, Adult Education
Types:
Also included in: BASIC CALCULUS
AP CALCULUS AB - The difference quotient formula and the derivative
In this e-document we describe the process of finding the difference quotient formula of a function. Next we show how we can use the difference quotient to find the derivative ( rate of change function) of a function.Some examples on how to use the derivative to find the slope of tangent line at a specific point on the graph of a function is give.
Subjects:
Grades:
10th - 12th, Higher Education, Adult Education, Staff
Types:
Also included in: BASIC CALCULUS
AP CALCULUS AB - SIGMA NOTATION AND RIEMANN SUMS - A general introduction
This lesson on using Riemann sums to find the area under the graph of a function is intended for students enrolled in AP Calculus AB or BC, Calculus Honors, or College Calculus.The procedure outlined in this e-book is a step by step example on how one can approximate the net area between the x-axis and the curve y=f(x) for a ≤ x ≤ b using Riemann Sums. Given any continuous function f(x), and the values a, b and n, the number of subintervals, it is possible to approximate the area under the curve
Subjects:
Grades:
10th - 12th, Higher Education, Adult Education, Staff
Types:
Also included in: BASIC CALCULUS
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: 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: BASIC CALCULUS
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