Parallel Lines Project
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The Derivative and Tangent Lines Lesson Unit 10 Precalculus
⭐⭐ This Precalculus Honors lesson provides you with a customizable and fully-editable resource of guided student notes, practice set and daily lesson quiz that cover the topics for The Derivative and Tangent Lines. Your students will find the derivative at a point by the limit process and use the difference quotient. ⭐⭐ ✅ Lesson 10.4 Tangent Lines and Derivatives is a two-day lesson with an emphasis on the learning objectives: ★ Find slope using the limit process ★ Find the derivative at a
10th - 12th, Higher Education
Calculus, PreCalculus
Also included in: Precalculus Curriculum Mega Bundle | Flamingo Math
Optimization Mini-Projects (Calculus)
This is a series of 5 mini-projects focusing on optimization (or analyzing other features of functions) using differential calculus. I call them "mini-projects" because each of them can be completed over the course of 2-3 hour-long class periods, depending on students' mathematical backgrounds. They can be done individually, but probably work better as small group projects. Each project handout gives all the relevant background information, and then frames a series of questions. They are desi
10th - 12th, Higher Education
Applied Math, Calculus, Math
CCSS
MP4
Equations Tangent Lines: Power Rule - Notes, Examples, & Assignment (Editable)
Included in this resource are notes and examples of using the power rule for derivatives to write the equation of the tangent line to a curve at a given value of x.An optional student handout is included.I have included screen shots of the graphs of the curves and tangent lines. In my classroom I have students use the graphing calculator to verify their answers. The calculator I use is the TI-84 Plus CE.I don’t specify a form for the equations of the tangent lines. On the assignment answer key I
11th - 12th, Higher Education
Calculus
Rates of Change and Tangent Lines Notes
These notes correspond with my Rates of Change and Tangent Lines 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.
9th - 12th, Higher Education
Calculus, PreCalculus
Tangent Lines and Normal Lines Notes
These notes correspond with my Tangent Lines and Normal Lines PowerPoint. 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.
9th - 12th, Higher Education
Calculus, PreCalculus
Intro. to Calc. #2 (Secant and Tangent Lines)
In trying to bridge the gap between our textbooks and the AP Calculus expectations, I felt that another unit needed to be created. For this reason, I developed this "Intro. to Calc." unit that takes place directly after a short "prerequisites" unit and right before introducing actual differentiation rules. I felt as if concepts like tangent/secant lines went hand-in-hand with concepts like the Mean Value Theorem and could be introduced conceptually without getting bogged down in the mechanics
11th - 12th
Calculus
Project Starters
Aplusclick Sample Math and Logic Problems for Hight School. Subject : Project Management
10th - 12th, Higher Education
Applied Math, Calculus, Math Test Prep
Tangent and Normal Line Circuit
This circuit has 14 questions involving tangent lines, normal lines, instantaneous rates of change and horizontal tangents. Most questions do not require a calculator, but a few do.
11th - 12th
Calculus
Intro. to Calc. #3 (Linear Approximations)
An assignment on constructing secant and tangent lines. There are also questions eluding to horizontal tangents as well as the Mean Value Theorem (informally). This should be given after a lesson on constructing secant lines, the limit definition of the derivative, as well as tangent lines (90-180 minutes of instruction).
This is an assignment that reviews the limit definition of the derivative, tangent lines and introduces linear approximations. This assignment also eludes to the Mean Value
11th - 12th
Calculus
Integration Review Worksheet
This 7 page worksheet is an outcome based review of Integration. It lines up with the Calculus AP AB Unit 6 and includes a page each for: Riemann SumsConverting between summation and integral notationUsing the Fundamental Theorem to solve problemsBasic antiderivativesAdvanced integration with u-substitution and integration by partsDefinite integralsApplication questions (just accumulation of change questions - no volume/area)This sheet is professionally made with latex and has a polished feel.
10th - 12th, Adult Education, Higher Education
Calculus, Math
AP CALCULUS QUICK REVIEW SHEET
Cramming for the AP Calculus Exam. This Free Resource might help. Volumes, areas, tangent lines, FTC, MVT, etc..
pdf file packed with equations that you need to commit to memory
If you download, please leave FEEDBACK and FOLLOW me.
10th - 12th, Higher Education
Calculus
Fundamental Theorem of Algebra Guided Notes
A great "work-along" to provide students as a note sheet while going over the fundamental theorem of algebra with graphing and synthetic division. Pairs with the fundamental theorem of algebra PPT in my shop, or can easily be converted into PPT form. You can also project this and follow it on the board.
10th - 11th
Algebra, Algebra 2, Calculus
Two-Digit Addition Within 100 | Interactive PowerPoint | Number Line Strategy
This interactive PowerPoint activity helps students understand two-digit addition within 100 using a clear and visual number line approach. By separating tens and ones, learners can see each step of the addition process and build strong number sense. ✳️ How it works: Students solve each task using two number lines: • First, they click to add the tens on the first number line • Next, they add the ones on the second number line • Finally, they select the correct answer by choosing the tens and
2nd - 5th
Arithmetic, Calculus, Numbers
Rate of Change & Derivatives Guided Notes/Practice
I created this resource as an introduction to derivatives for my precalculus class. It may also work well as cooperative investigation or review in calculus. Students are guided to make connections between slope, average rate of change, and instantaneous rate of change. They then expand on these ideas to create equations for lines tangent and perpendicular to a curve at a given point. This resource includes a Power Point, guided notes section with examples and practice problems for the students
11th - 12th
Calculus, PreCalculus
CCSS
HSA-SSE.A.1
, HSA-SSE.A.1a
, HSA-SSE.A.1b
+4
Intro. to Calc. #1 (Average Rate of Change)
In trying to bridge the gap between our textbooks and the AP Calculus expectations, I felt that another unit needed to be created. For this reason, I developed this "Intro. to Calc." unit that takes place directly after a short "prerequisites" unit and right before introducing actual differentiation rules. I felt as if concepts like tangent/secant lines went hand-in-hand with concepts like the Mean Value Theorem and could be introduced conceptually without getting bogged down in the mechanics
11th - 12th
Calculus
Intro. to Calc. #4 (Differentiabilty and Graphs of Derivatives)
In trying to bridge the gap between our textbooks and the AP Calculus expectations, I felt that another unit needed to be created. For this reason, I developed this "Intro. to Calc." unit that takes place directly after a short "prerequisites" unit and right before introducing actual differentiation rules. I felt as if concepts like tangent/secant lines went hand-in-hand with concepts like the Mean Value Theorem and could be introduced conceptually without getting bogged down in the mechanics
11th - 12th
Calculus
Intro to Calculus #5 (Theorems)
In trying to bridge the gap between our textbooks and the AP Calculus expectations, I felt that another unit needed to be created. For this reason, I developed this "Intro. to Calc." unit that takes place directly after a short "prerequisites" unit and right before introducing actual differentiation rules. I felt as if concepts like tangent/secant lines went hand-in-hand with concepts like the Mean Value Theorem and could be introduced conceptually without getting bogged down in the mechanics
11th - 12th
Calculus
Reference Sheet - Derivatives and Integrals
A simplified version of those lengthy derivative and integral tables in textbooks. Students can keep this reference sheet in their notebook and fill it in a bit at a time throughout the course.
Page 1 has a list of major derivatives and derivative rules, and page 2 has a list of important integrals. On the integrals page, dashed lines indicate integral rules that directly follow from derivative rules (e.g., the derivative of sin(x) is cos(x), so the antiderivative of cos(x) is sin(x). ) to em
10th - 12th
Calculus, Math
Also included in: Calculus AB Resources (discounted bundle)
Derivatives Exponential Functions Notes, Examples, Handout, & Assign (Editable)
This resource includes notes, examples, handout and assignment problems that include the following concepts. · Derivative of e^x · Derivative of e^(u(x)) · Derivative of a^x · Derivative of a^(u(x)) The formulas above will be combined with: · The Power Rule · The Product Rule · The Quotient Rule · The Chain Rule Comments about applications: · I typically introduce tangent lines and x axis motion when I teach the power rule. · In all subsequent derivative assignments (product rule, quotient
11th - 12th, Higher Education
Calculus
Introduction to Calculus Guided Notes Unit 10 Precalculus
⭐⭐ This Precalculus Honors Unit 10 Guided Notes Bundle provides you with a customizable and fully-editable resource of guided student notes and a lesson warm-up that cover the topics for Introduction to Calculus. ⭐⭐ The unit covers 5 topics. ✅ Learning Objectives Include:🔸 Finding Limits Graphically (6 pages) 🔸 Finding Limits Analytically (6 pages) 🔸 Limits at Infinity and Continuity (5 pages) 🔸 The Derivative and Tangent Lines (5 pages) 🔸 Derivatives and the Power Rule (5 pages) ✅ T
10th - 12th, Higher Education
Calculus, Math, PreCalculus
Also included in: Introduction to Calculus Unit 10 Essentials Precalculus
Differentiation-Basic Derivative Rules Essentials (Unit 2 Calculus)
⭐⭐ This AP Calculus Unit 2 Essentials Bundle provides you with a customizable and fully-editable resource of Guided Notes, Video Lessons, Google Slides, practice/homework sets, and a daily content quiz that cover the topics for Differentiation-Basic Derivative Rules. ⭐⭐ What is included in this resource?⭐ Guided Student Notes ⭐ Google Slides® ⭐ Homework/Practice assignment ⭐ Content quizzes (4 different forms for each lesson) ⭐ Video Lesson Link for Distance Learning - Flipped Classroom m
10th - 12th, Higher Education
Calculus, Math
Introduction to Calculus Unit 10 Essentials Precalculus
⭐⭐ This Precalculus Unit 10 Essentials Bundle provides you with a customizable and fully-editable resource of Guided Notes, Warm-Ups, Video Lessons, Google Slides, practice/homework sets, end unit review and a daily content quiz that cover the topics for Introduction to Calculus. ⭐⭐ What is included in this resource?⭐ Guided Student Notes ⭐ Google Slides® ⭐ Homework/Practice assignment ⭐ Warm-Up Exercises (2 forms for each lesson) ⭐ Content quizzes (2 forms for each lesson) ⭐ Video Lesson
10th - 12th, Higher Education
Calculus, PreCalculus
Farm Tycoon Math Game | Financial Literacy Excel Google Sheets 5-8
Transform math class with Farm Tycoon! Students manage a virtual farm using Excel or Google Sheets, making strategic financial decisions to reach their goal. Includes data validation, auto-calculations, 20+ page teacher guide, and 3 winning strategies. Perfect for grades 5-8 financial literacy and decimal operations. CCSS aligned. No prep required! Make financial literacy FUN with this engaging Excel and Google Sheets simulation game! Farm Tycoon challenges students in grades 5-8 to manage a vir
5th - 8th
Calculus, Financial Literacy, Money Math
CCSS
5.NBT.B.7
, 7.EE.B.3
, 6.RP.A.3
+1
Optimization in Music History
This is an activity that traces the work of J.P. Maxfield who optimized the amount of music on a vinyl disk for RCA.
9th - 12th
Calculus, Engineering, Other (Math)
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