Mat235 - Study guides, Class notes & Summaries

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MAT 2355 Introduction to Geometry - University of Ottawa- MAT2355 – INTRODUCTION TO GEOMETRY – SECOND ASSIGNMENT. Complete Solutions.
  • MAT 2355 Introduction to Geometry - University of Ottawa- MAT2355 – INTRODUCTION TO GEOMETRY – SECOND ASSIGNMENT. Complete Solutions.

  • Exam (elaborations) • 6 pages • 2023
  • MAT2355 – INTRODUCTION TO GEOMETRY – SECOND ASSIGNMENT QUESTION 1. (a) (3 points) Compute a formula for the reflection R : E3 ! E3 by the plane z - 2y = -1. Your answer should determine the c oordinates explicitly, i.e., it should be in the form R(x; y; z) = (· · · ; · · · ; · · · ) for every point (x; y; z) 2 E3. Solution: 2 (b) (2 points) Consider the map T : E3 ! E3 given by T (x; y; z) = (y; x; z). Find the equation of a plane H ⊂ E3 such that T is a reflection by H. You shoul...
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Chapter 12 for Mat235 Chapter 12 for Mat235
  • Chapter 12 for Mat235

  • Class notes • 14 pages • 2024
  • Available in package deal
  • MAT235 multivarible calculus. Chapter 12 of Hughes Hallett. Notes and Solved questions and answers
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Chapter 13 for mat235
  • Chapter 13 for mat235

  • Class notes • 11 pages • 2024
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  • Notes and solves questions and answers for mat235, university of Toronto
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Chapter 14 for Mat235 Chapter 14 for Mat235
  • Chapter 14 for Mat235

  • Class notes • 30 pages • 2024
  • Available in package deal
  • Solved questions and answers, notes for all question
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