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Profile Of : Michel Beaudin

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Michel Beaudin


michel.beaudin@etsmtl.ca


 

Derive Newsletter Nr. 128 + CAS-TI-Nspire

In dem Derive Newsletter Nr. 128 sind wieder einmal interessante Beiträge zu CAS mit DERIVE und TI-Nspire erschienen. In englischer Sprache, teilweise in deutscher Übersetzung in der Anlage…

Editeur: Derive User Group

Editor: Josef Böhm

Auteur: Wolfgang Alvermann, Tania Koller, Michel Beaudin, Josef Böhm

Sujet:  Mathematics

Tags: Solving equations, Analytic Geometry, Statistik, Stochastics

Derive Newsletter Nr. 124 + CAS-TI

In der neuen Ausgabe des Derive-Newsletters gibt es wieder interessante Beiträge, die auch für die TI-Nspire-Technologie nutzbar sind. Die tns-Files und zwei Übersetzungen befinden sich im …

Editeur: Derive User Group

Editor: Josef Böhm

Auteur: Wolfgang Alvermann, Josef Böhm, Michel Beaudin

Sujet:  Mathematics, Computer Science

Derive Newsletter Nr. 122 + CAS-TI-Nspire

In dem Derive Newsletter Nr. 122 sind wieder einmal interessante Beiträge zu CAS mit DERIVE und TI-Nspire erschienen. In englischer Sprache, teilweise auch deutsch.

Editeur: Derive User Group

Editor: Josef Böhm

Auteur: Hubert Langlotz, Wilfried Zappe, Michel Beaudin, Josef Böhm

Sujet:  Mathematics, Computer Science

TI-Nspire CAS in Engineering Mathematics: Highest Temperature in a Disk

Find the maximum of a two variable continuous function. Using Lagrage multipliers and parametric equations. Connecting single and multivariable calculus.

Auteur: Michel Beaudin, T³ Europe

Sujet:  STEM

Tags: Calculus, Derivative

TI-Nspire CAS in Engineering Mathematics

Using TI-Nspire CAS for teaching and learning of mathematics in engineering courses such as calculus (single variable, multiple variables), linear algebra, differential equations, complex a…

Editeur: T³ Europe

Auteur: Michel Beaudin, T³ Europe

Sujet:  STEM

Tags: Engineering

TI-Nspire­ CAS in Engineering Mathematics: Systems of Three Linear Equation in Three Unknowns

Addressing the (simple) case of a unique solution and both explicit plotting and parametric 3D plotting

Editeur: T³ Europe

Auteur: Michel Beaudin, T³ Europe

Sujet:  STEM

Tags: Linear regression, Modeling, System of linear equations

TI-Nspire CAS in Engineering Mathematics: Parameter in a System of Linear Equations

Using rref, solve and linsolve when solving a system of linear equations with parameters

Editeur: T³ Europe

Auteur: Michel Beaudin, T³ Europe

Sujet:  STEM

TI-Nspire CAS in Engineering Mathematics: Line Integral: Residue Integration and Laurent Series

Complex analysis: Let f be a function of the complex variable z having a finite number of singularities consisting of isolated poles. Let C be a simple closed path in the complex plane ...

Auteur: Michel Beaudin, T³ Europe

Sujet:  STEM

TI-Nspire CAS in Engineering Mathematics: Falling Object Under Air Force Resistance

Applying Runge-Kutta to solve differential equations, illustrated on the situation of a falling object.

Editeur: T³ Europe

Auteur: Michel Beaudin, T³ Europe

Sujet:  STEM

Tags: Integral calculus, Integration, Material to order, Mathematical thinking

TI-Nspire CAS in Engineering Mathematics: Geometric Transformations and Matrices

Rotating triangles and circles: find the volume of a solid of revolution.

Editeur: T³ Europe

Auteur: Michel Beaudin, T³ Europe

Sujet:  STEM

TI-Nspire CAS in Engineering Mathematics: Parametric Equations for a Great Circle

Find parametric equations for curve of intersection, e.g. sphere and plane

Editeur: T³ Europe

Auteur: Michel Beaudin, T³ Europe

Sujet:  STEM

TI-Nspire CAS in Engineering Mathematics: Library of Laplace Transforms

Laplace transformation and inverse Laplace transformation

Editeur: T³ Europe

Auteur: Michel Beaudin, T³ Europe

Sujet:  STEM

TI-Nspire CAS in Engineering Mathematics: First Order Systems and Symbolic Matrix Exponentiation

Solving Ordinary Differential Equations by using a library of Laplace Transformations

Editeur: T³ Europe

Auteur: Michel Beaudin, T³ Europe

Sujet:  STEM

Tags: Engineering, Matrix