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#Mathematica 7 notebook in mathematica 10 how to#
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Sine.

ExponentialLogFunctions.nb - visualizing exp and Log (updated 11/7/10).

CauchyRiemannNotEnough.nb -examples of functions that are not differentiable yet satisfy the Cauchy-Riemann equations at a point.

RiemannSphere.nb - stereographic projection and lifting complex functions to the Riemann sphere (updated 10/17/10).

SquaringExample.nb -annotated examples from Oct 6–8 classes: images of a polar region and a rectangular region under the squaring function.

29 class: image of half-plane Im( z)>1 under a particular affine function

AffineTransformationExample.nb - example from Sept.

CalculatingImages.nb - using complex algebra, with and without Mathematica, to determine images of geometric objects in the complex plane under a complex function.

VisualizingFunctions.nb - using Presentations to visualize how a complex function maps the complex plane in Cartesian and polar coordinates (renamed and revised 26 September 2010).

At this stage you can work with the textual form of the notebook.

When the notebook has opened it should appear in the editor pane, as shown below.

DrawComplexPointAndArrow.nb -using Presentations to draw a point and vector in the complex plane class demo 9/22/10 How do I read a Mathematica file To open a notebook file in the Mathematica source editor you should select the notebook and right-click, choosing Open With > Mathematica Source Editor as shown below.

DrawingComplexObjects.nb - using Presentations to draw geometric objects in the complex plane ( newly revised 25 September 2010).

#Mathematica 7 notebook in mathematica 10 how to#

CartesianPolarForms.nb - Cartesian and polar forms of complex numbers, and how to convert between them (some use of Presentations here) ( revised 14 September 2010) So 25000 ×2.5 104, and 0.0000123 ×1.23 105 (iv) multiplying in standard form: (4.4××105) (3.5×106) As all the elements are multiplied, rearrange them thus: ×(4.4 3.5) ×()105 ×106 15.4×1011 1.

nthRoots.nb - finding and drawing nth roots of unity and other complex numbers ( revised 14 September 2010).

CardanoBombelliEvaluated.pdf - for reading: evaluated form of preceding notebook.

CardanoBombelli.nb - the origin of complex numbers.

FactorTheoremEvaluated.pdf- for reading: evaluated form of preceding notebook.

#Mathematica 7 notebook in mathematica 10 windows#

on the following platforms: Linux, Windows (Windows 7 and Windows 8), and Mac. FactorTheorem.nb - roots and linear factors of complex polynomials The Mathematica notebook interface provides an interactive technical.UsingPresentationsPalette.mp4- video about how to use the palette for Presentations.AboutPresentations.nb - installing, loading, getting help about Presentations ( updated 18 Sept 2010) 10 10 08 08 10 10 17 17 Optional Modules (The learner have to choose any one module) 9.Intro3.nb- third and last part of an interactive introduction to Mathematica.Intro2.nb- second part of an interactive introduction to Mathematica.Intro1.nb- first part of an interactive introduction to Mathematica.

#Mathematica 7 notebook in mathematica 10 free#

Most of the Mathematica notebooks also require David Park’s Presentations add-on for Mathematica Math 421 students will receive a free copy of Presentations for their personal use from the professor.

nb require Mathematica to read and evaluate (or the free Mathematica Player just to read as is). The principal motivation for introducing the number e, particularly in calculus, is to perform differential and integral calculus with exponential functions and logarithms.This page will have links to Mathematica notebooks and other files for your use.įiles with extension. Grounded in best practices for effective mathematics education: Our. The algorithm is due to Kenneth Price and Rainer Storn (Dr. Highly-rated: According to EdReports, an independent nonprofit that reviews K12 instructional materials, IM 68 Math and IM 912 Math certified by Illustrative Mathematics® meet all expectations across all three gateways for focus, coherence, rigor, mathematical practices, and usability.K5 reports coming soon. The value of the natural log function for argument e, i.e. (Note: Differential evolution is built into version 5.0 of Mathematica as an option to NMinimize.) The package DifferentialEvolution.m implements a genetic algorithm for optimization. no - 10 Option Automatic value 581 processing 626 repeated setting.

#Mathematica 7 notebook in mathematica 10 series#

It can also be calculated as the sum of the infinite series e = ∑ n = 0 ∞ 1 n ! = 1 + 1 1 + 1 1 ⋅ 2 + 1 1 ⋅ 2 ⋅ 3 + ⋯ In calculus 1 Overloading system functions 830 Overview of Mathematica 7 OwnValues 326 P. It is the limit of (1 + 1/ n) n as n approaches infinity, an expression that arises in the study of compound interest. The number e, also known as Euler's number, is a mathematical constant approximately equal to 2.71828, and can be characterized in many ways.