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Votes:0 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 Techniques for Being Successful in Calculus Droodle Review of Precalculus Concepts Algebraic Atrocities -- Review of Algebra Concepts Symmetry Activity with the Digital Camera Fractal Sheets -- Limits Hexaflexagon -- Limits Limits with Angles of Polygons Limits -- Artistic Perspective Review of Limits I Have ... Who Has ... Cards -- Limits Continuity -- Read More Go to Site
Votes:0 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 Read More Go to Site
Votes:0 Bisection Method Tutorial Introduction to Scientific Programming Computational Problem Solving Using: Maple and C Mathematica and C Author: Joseph L. Zachary Online Resources: Maple/C Version Mathematica/C Version Bisection Method Tutorial In this tutorial we will explore the bisection method for finding the
roots of equations, as explained in Chapter 9. Simulation We will be using a bisection method simulator throughout this
tutorial. You can start it by clicking on the following button. If you see this, then Java is not running in your browser! An applet would normally go here... Finding Roots This tutorial explores a simple numerical method for finding the root
of an equation: the bisection method. The bisection method is
discussed in Chapter 9 as a way to solve equations in one unknown Read More Go to Site
Votes:0 AP CALCULUS LESSONS Summer Work Class Contract Limits and Their Properties Differentiation Applications of Differentiation Integration Logarithmic, Exponential, and Other Transcendental Functions Applications of Integration Integration Techniques, L'Hopital's Rule, and Improper Integrals Infinite Series Conics, Parametric Equations, Polar Functions, & Vectors First Semester Exam Review A Second Review Assignment Sheet Integration Antiderivatives & Indefinite Integration Sequences & Area Under a Curve by summing rectangles Riemann Sums Fundamental Theorem of Calculus Integration by Substitution Trapezoidal Rule Review Semester Exam -- a good review source Exponential,Logarithmic, and Inverse Trigonometric Functions Logarithms The Derivative of the Natural Logarithm Integrate, using the Natu Read More Go to Site
Votes:0 Casio TEAMS Grant Systemic Initiative Teaching Environment Calculus Workshop Materials Limits Continuity and Differentiability Derivatives Lesson Using the List Feature Easy Experimenting Verifying 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) = x 2 , 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-9850G to find the area of
the region bounded between the functions : 4) Understanding equations of lines, slopes, parallel and perpendicular lines
can be fun when using the CASIO CFX-9850G. Draw the
silhouette of the B-2 Bomber Stealth on the initial viewing screen of the calculator. 5) Understanding equations of Read More Go to Site
Votes:0 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 0. The nth term is 1/n, so the notation is lim (n->oo) 1/n = 0. (The -> means "approaches"; the oo is a cheesy infinity symbol.) The same idea is to consider the function f(x) = 1/x . Then as x -> oo , f(x) -> 0 , so again we say lim (x->oo) f(x) = lim (x->oo) 1/x = 0. On the graph we'd have a horiz Read More Go to Site
Votes:0 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). This site will be down from the evening of 5 April until the evening of 7 April. During the time you may access a mirror here --> 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 Several Variables , is available here . For an alternative introduction to calculus, see Yet Another Calculus Text . Answers for selected problems are available here . Send Read More Go to Site
Votes:0 --> Pre-Calculus Lesson Plans Back to Pre-Calculus Classroom Materials Math by Subject K12 Topics algebra arithmetic calculus discrete math geometry pre-calculus prob/stat Advanced Topics analysis calculus diff. equations game theory discrete math geometry (coll.) geometry (adv.) linear algebra modern algebra num. analysis Unit Course Materials & Lesson Plans: Pre-Calculus This list contains some of the best pre-calculus lesson plans or materials on which to base them. For a more exhaustive list, or to find materials that fit your specific needs, search or browse Pre-calculus or Lesson Plans in the Forum's Internet Mathematics Library. The Hot Tub: Interpreting Graphs - Cynthia Lanius Questions to answer about a graph... Notice the connection between the slope of the lines and the rate of Read More Go to Site
Votes:0 Click on a module name below to see an OVERVIEW of its contents. Click on a helper application icon to FILTER the list below for modules that are available for use with a particular helper application. --> 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 Read More Go to Site
Votes:0 THE CALCULUS PAGE PROBLEMS LIST 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 the "Squeeze Principle" Problems on the limit definition of the derivative Problems on the chain rule Problems on the product rule Problems on the quotient rule Problems on differentiation of trigonometric functions Problems on differentiation of inverse trigonometric functions Problems on detailed gr Read More Go to Site
Votes:0 Towards a Better Understanding of Pi Using the Idea of Limits. Ed Mickleburgh Student in the GDipEd Program University of Canberra, 1997 edmickle@ozemail.com.au This article shows a way to increase students' appreciation of what represents and offers some activities that will enable them to arrive at their own approximations of within bounded limits. To use the methods that follow, your students will need to know the basic trigonometric ratios. They will also need to use the trigonometric function keys on a calculator. By building on these skills, the activities might provide a good preparation for the the idea of limits in a pre-calculus context. An optional activity requires a computer with a fairly basic spreadsheet application. The motivation for this article comes out of some response Read More Go to Site
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