31 results
High school calculus lectures for Microsoft Word
CALCULUS 1-Differentiation and Integration
Differentiation and Integration with Basic concepts, solved examples and real world applications.
Subjects:
Grades:
11th - 12th, Higher Education, Staff
Types:
Introduction worksheet to Differential Calculus..
This is a worksheet that can be used as a review for differential calculus.Topics covered include, 1st principles, chain rule and linear equations
AP Calculus AB: Differential Equations and Slope Fields Notes
Students will learn how to solve non-exact separable differential equations. Students will also be able to create and interpret slope fields.
Homework packet can be bought separately or bought with this product as a bundle.
Subjects:
Grades:
12th
Types:
Concepts of Calculus Semester One
These are my detailed notes from a course titled "Concepts of Calculus." The notes are created in Word. Each lesson has numerous examples that are both algebraic and geometric in nature. My students usually print these and bring them in to use as note taking guides. The first 3 sections are available in the digital download. After you pay, notify me and I will send the rest of the notes. Topics include limits, derivatives, and basic integration. This calculus course does NOT contain any trigonom
Grades:
12th, Higher Education
Types:
The Squeeze (Sandwich) Theorem and Special Trig Limits Notes
These notes correspond with my Squeeze Theorem and Special Trig Limits Power Point. Students may follow along as you go through the power point and make their own notes. This hopefully saves time and allows students to focus more on the concept rather than trying to get everything written down.
Subjects:
Grades:
9th - 12th, Higher Education
Types:
AP Calculus AB: Antiderivatives and Area Approximation Notes
Students will learn antiderivative (indefinite integral) rules and use them in some basic differential equations, including motion problems. Students will be able to approximate area under a curve using rectangle (Riemann sum) and trapezoid approximation methods.
Subjects:
Grades:
12th
Limit Properties Notes
These notes correspond with my Limit Properties Power Point. Students may follow along as you go through the power point and make their own notes. This hopefully saves time and allows students to focus more on the concept rather than trying to get everything written down.
Subjects:
Grades:
9th - 12th, Higher Education
Types:
Limits at Infinity Notes
These notes correspond with my Limits at Infinity Power Point. Students may follow along as you go through the power point and make their own notes. This hopefully saves time and allows students to focus more on the concept rather than trying to get everything written down.
Subjects:
Grades:
9th - 12th, Higher Education
Types:
Related Rates Practice Problems Walk Through
This is a handout that you can give to your students when you are first teaching related rates. It will walk them through the process on how to solve the problems through highlighting and drawing pictures. It will also help them get ready for the AP exam by having them write their final answer in a complete sentence as well. The problems here cover right triangles, spheres, cones, cylinders, and circles.
Subjects:
Grades:
11th - 12th
AP Calculus AB: Areas and Volumes of Solids of Revolution Notes
Students will be able to find the area between curves, find the volume of solids of revolution and known cross sections.
Separate smart notebook presentation can be bought separately to go along with this note packet or bought as a bundle.
Subjects:
Grades:
12th
AP Calculus AB: Other Derivative Rules and Techniques Notes
Students will learn implicit differentiation and be able to apply it to a variety of different derivative problems. Students will learn the trig inverse derivative rules, the exponential derivative rules and the logarithmic derivative rules. Students will also learn L'Hopital's rule.
Subjects:
Grades:
12th
Types:
AP Calculus AB - Unit 1 Guided Practice/Lecture Notes (DOC)
AP Calculus - Unit 1 (Reflecting the New CED) - Guided Practice/Class NotesThis .DOC file contains complete notes for the entirety of Unit 1 under the CED for AP Calculus AB as set forth by the College Board in 2019.Topics within the document contain specific examples tailored to each topic within the unit as well as activities to expand students' understandings.Each topic's headings feature the Big Idea (CHA, LIM or FUN) as well as the color-coded Mathematical Practice along with the Learning
Grades:
11th - 12th
Types:
Intermediate Value Theorem Notes
These notes correspond with my Intermediate Value Theorem Power Point. Students may follow along as you go through the power point and make their own notes. This hopefully saves time and allows students to focus more on the concept rather than trying to get everything written down.
Subjects:
Grades:
9th - 12th, Higher Education
Types:
Evaluate Limits Algebraically Notes
These notes correspond with my Evaluate Limits Algebraically Power Point. Students may follow along as you go through the power point and make their own notes. This hopefully saves time and allows students to focus more on the concept rather than trying to get everything written down.
Subjects:
Grades:
9th - 12th, Higher Education
Types:
Definition of Continuity Notes
These notes correspond with my Definition of Continuity Power Point. Students may follow along as you go through the power point and make their own notes. This hopefully saves time and allows students to focus more on the concept rather than trying to get everything written down.
Subjects:
Grades:
9th - 12th, Higher Education
Types:
Series Convergence Tests Lesson
This is a document covering all of the convergence tests for series. For each one, there is an explanation, applicable formula, and worked example. The answer to each example is either converges conditionally, converges absolutely, or diverges. Tests include Divergence/nth Term Test, Geometric Series Test, P-Series Test, Telescoping Series Test (with and without partial fraction decomposition required), Integral Test, Ratio Test, Root Test, Direct Comparison Test, Limit Comparison Test, Alternat
Expansive Sequences and Series Lesson
This is a thorough lesson on sequences and series. Although it does not include all of the convergence tests. (Those are in the next document.) The document focuses on definitions of various terms, types of series, and there properties. It includes 18 example problems. Topics tackled include sequence notation, series notation (summation notation), writing the terms of a sequence given the definition and vice versa, recursively-defined sequences, bounds, increasing/decreasing/non-increasing/non-d
AP Calculus AB: Derivative Rules Notes
Students will learn the derivative rules including the product, quotient and chain rules.
Subjects:
Grades:
12th
Types:
U-Substitution Lesson
This is a full lesson/teachers reference for integration using U-substitution. It goes over the basic technique, gives examples, explains separating the differentials (isolating the du, isolating the dx). It shows how to check your answer by differentiating and gives examples. There's discussion on how to choose the correct u and how to manipulate the leading coefficient. There are examples where you have to run a u-sub multiple times. Challenge problems are given where, for example, after the i
Grades:
11th - 12th, Higher Education
Types:
Also included in: U-Substitution Lesson
L'Hôpital's Rule Lesson
This is what I consider to be a complete lesson on L'Hôpital's rule. It contains the definition of both the stronger form and weaker form, as well as the proof with visual aids. It covers indeterminate forms 0/0, +/- inf/inf, +/- inf * 0, inf - inf, 1^inf, 0^0, and +/- inf^0. It contains examples w/ solutions of each. There are eleven worked out examples in total.
Subjects:
Grades:
10th - 12th
Types:
Also included in: L'Hôpital's Rule Lesson
Trig Integrals Lesson
This lesson covers the two types of trigonometric integrals. The first type features integrands that contain one or more trig functions. Evaluating these often involves manipulating the integrand using the trig identities in order to get it into an integrable format. I provide ten examples, covering all the techniques that students are likely to run into in these types of problems. The second type features integrals with square roots whose radicands are in the form a^2 - x^2, a^2 + x^2, or x^2-a
Integration by Partial Fractions Lesson
This is a lesson on integration by partial fraction decomposition. It includes an explanation and three examples. The denominators in the examples break up into distinct linear factors, one quadratic and one linear factor, and a quadratic factor raised to the third power, respectively. The lesson assumes prior knowledge of solving systems of linear equations, integration by table, and integration by u-substitution.
Grades:
11th - 12th, Higher Education
Types:
Extrema notes
Notes for finding extrema and inflection points
Subjects:
Grades:
11th - 12th, Higher Education
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