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Mathematical computing tools
Rating: 4.1 out of 5(86 ratings)
3,884 students

Mathematical computing tools

Mathcad, Mathematica, Maple and Geogebra
Last updated 11/2017
Arabic

What you'll learn

  • Hands-on Start to Maple
  • Hands-on Start to Mathcad Prime
  • Hands-on Start to Mathematica
  • Hands-on Start to Geogebra

Course content

1 section5 lectures1h 20m total length
  • An Introduction to Mathcad Prime16:15

    • Edit expressions, units, import image ..

    • Define functions and plot it .

    • Derivatives and integrals .

    • Define matrix and solve 3 leaner equations with matrices 

    • 3D Graph .

  • An Introduction to Mathematica27:28

    • Edit expressions, sets(union, intersection) .

    • Define functions, plot it and solve f(x)=0  .

    • Derivatives and integrals .

    • List , nest list, Matrix and determinant .

    • 3D Graph .

  • An Introduction to Maple14:28

    • Edit expressions, symbols .

    • Define functions and plot it .

    • Derivatives and integrals .

    • Define matrix and find its inverse .

    • Sum of series .

    • 3D Graph .

  • An Introduction to Geogebra part19:28

    • Edit in algebra and graphics view .

    • Define functions, plot it and move point on it .

    • Draw regular polygon, reflect it about point and rotate it .

  • An Introduction to Geogebra part212:46

    • Edit in CAS and Spreadsheet view .

    • List ,table, matrix from Spreadsheet view .

    • 3D Graph 

Requirements

  • You must have the principles of mathematics

Description

Learn how to use Mathcad, Mathematica and Maple  so you can   :

Edit math expressions - Define matrix and find its inverse and its determinant - Define functions and draw its graph - Solve equations - Derivatives - Integrals - 3D graph .

Learn how to use Geogebra so you can  :

Draw point, - Draw Line - Reflect regular polygon  and Rotate it - Define Functions and draw it - Move two points on function graph and its derivative graph - use algebra view, graph view , CAS view , spreadsheet view and 3D graph view 

Who this course is for:

  • Math students
  • Math teachers
  • Engineers
  • Anyone who wants to learn math programmes