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Worksheets
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Popular: Month to Month - ABC Activities - Rain Forest - Teaching Extras - Center Signs - Math - Labels - Theme Signs - Portfolios
welcome to abcteach
This is the place for kids, parents, student teachers, and teachers.
Free Printables: 5000+ free printable pages and worksheets. What's new?
Basics
ABC Activities, Reading, Reading
Comprehension, Math, Writing,
Handwriting, Colors, Shapes... Theme Units
An ...
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Title: Ball Toss Activity (Quadratic Functions) Using Calculator Based Laboratories. Prepared by: Jason Dashinsky.
I. Mathematical Content of the Lesson:
This lesson is a calculator based laboratory where students will create their own quadratic function by means of the ball toss activity.
II. Grade Level: 10th/11th grade.
III. Goals:
1) Have students identify the vertex of the parabola.
2) Have students remember how concavity effects a parabola.
3) Have students uncover the ...
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Barry Spieler's Calculus Projects
Crash Course in Calculus -- Two airplanes' paths cross. How dangerous is the situation?
Tunnel Vision -- The deeper the tunnel gets, the more expensive it is to dig further. How much will it cost all together?
Roses are Violet -- How much ink does it take to fill in a polar rose curve?
Space Emergency -- Can you aim your weapon to hit a moving target in 3-space?
Back to Barry Spieler's Home Page
bspieler@bsc.edu
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December 2004Calculus Reform: Sample Materials
Syllabi, homework, exams, handouts from the four terms of Calculus, as taught at Stony Brook.
Calculus I (Hughes Hallett) 1992, 1994
Calculus I (Ostebee-Zorn) 1997
Calculus II (Hughes Hallett) 1993, 1994
Calculus II (Ostebee-Zorn) 1998
Calculus III - Multivariate 1994
Calculus IV - Differential Eqs. 1994
Breughel, Temperance (1560; detail)
Graphing Calculator Programs for TI-82, TI-85 and Sharp9200/9300 Calculators
Final Report to NSF.
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Calculus Lesson Plans and Work Sheets
A.P. Calculus Assignments for Anton's Text
You have reached an old site.
Please click here for the updated Calculus Site!
In this site you will find worksheets, puzzles, tips, and other ideas for calculus. You will also find the assignments for Handley's A.P. Calculus class.
Calculus Course Notes and Lesson Plans
Pictures of the 1999-2005 A.P. Calculus classes
A.P. Calculus Scores at Handley High School
Techniq ...
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AP CALCULUS LESSONS
Summer WorkClass ContractLimits and ContinuityDerivativesApplications of Derivatives
The Definite IntegralDifferential Equations & Mathematical ModelingApplications of Definite IntegralsL'Hopital's Rule, Improper Integrals, Partial FractionsInfinite Series
Parametric, Vector, & Polar Functions
Assignment Sheet
Integration
Antiderivatives & Indefinite Integration
Sequences & Area Under a Curve by summing rectangles
Riem ...
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Casio TEAMS Grant
Systemic Initiative Teaching Environment
Calculus
Workshop Materials
LimitsContinuity and Differentiability
DerivativesLesson Using the List Feature
Easy ExperimentingVerifying Newton's Law of Cooling
Light Intensity vs. Distance
Lessons
1) Use the CASIO CFX-9850G to find the area of the region bounded between the functions: f(x) = x2, g(x) = x + 2
2) Use the CASIO CFX-9850G to find the area of the region bounded between the functions:
3) Use the CASIO CFX-98 ...
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Sarah, age 7, said to me unsolicited, after working on an infinite series in Ch. 1: "At school when we do math we use different methods that I am not used to. And they are hard. But if I used my own methods it would be easy." -The wisdom of young people!
Choose Sample Problems from Chapters in Don's "Calculus By and For Young People - Worksheets" & "Changing Shapes With Matrices" books:
- just click on the Chapter #
Chapter 1: 7 Year-Olds Do
Chapter 2: Brad's: Share 6 cookies with 7 people ...
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dansmath > lessons > calculus 1
(Part 1 - Limits & Derivatives)
Limits
Differential Calculus (Check out the ANIMATION!)
Integral Calculus (updated 3/99)
Vector Calculus
(c) 1997-2001 Dan Bach and B & L Math Enterprises; all rights reserved. Download for personal use only.
(top of page)
Limits (Sequences, functions, graphs)
What do the numbers 1/1, 1/2, 1/3, 1/4, 1/5, . . . get closer and closer to? It may be clear that they approach zero, so we say the limit is ...
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Difference Equations to Differential Equations
An introduction to calculus
Each section of the text is in Portable Document Format (PDF). PDF viewers are available here and here.
A PostScript version may be found here (the old homepage).
Difference Equations to Differential Equations was written with the help of Tex, DVIPS, xdvi, PDFTeX, XEmacs, nedit, XFig, epstopdf, pstoedit, Acrobat Reader® and Mathematica®.
A companion multi-variable calculus text, The Calculus of Functions of Severa ...
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Pre-Calculus Lesson Plans
Back to Pre-Calculus Classroom Materials
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Unit Course Materials & Lesson Plans: Pre-Calculus
This list contains some of the best pre ...
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Click on a module name below to see an OVERVIEW of its contents.
Modules
Helper Application Tutorial
Functions Defined by Data
Marine Pollution
Radioactive Decay
Radioactive Wastes
The Spread of AIDS
Limited Population Growth
Slope Fields
Raindrops
Warming, Cooling, and Urban Ozone Pollution
Time and Temperature
Predator-Prey Models
The SIR Model for Spread of Disease
World Population Growth
Accumulation
Return to CCP Homepage Return to CCP Materials
modules at math.duke.edu
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PRODUCTS
DOWNLOADS
STUDENT LOUNGE
SIGN IN
SELECT COUNTRY
PURCHASE
FUNDING, RESEARCH & SUPPORTCLASSROOM ACTIVITIESPROFESSIONAL DEVELOPMENT
Local TI Resources
TI-Navigator™
Earn More from Volume Purchases
Train the Trainer Program
Getting Started in Geometry
Navigating Students towards Success in Math and Science
Texas Instruments is committed to providing calculators and educational solutions that will enhance student performance in math and science
HOMEABOUT TI SUPPORT
US & CANADA
© Copyright 1995-2006 Texas Instruments Incorporated. All rights reserved. Careers Trademarks Privacy Policy Link Policy
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THE CALCULUS PAGE PROBLEMS LIST
Problems and Solutions Developed by :
D. A. Kouba
And brought to you by :
eCalculus.org
Beginning Differential Calculus :
Problems on the
limit of a function as x approaches a fixed constant
limit of a function as x approaches plus or minus infinity
limit of a function using the precise epsilon/delta definition of limit
limit of a function using L'Hopital's Rule
Problems on the continuity of a function of one variable
Problems on ...
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