FROM GEOMETRY TO ALGEBRA - I : THE EUCLIDEAN SPACES |
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The aim of
this chapter is to show how mathematical representation of some |
| Sections |
| (1.1) Vectors in space |
| (1.2) Addition and scalar multiplication of vectors |
| (1.4) Basis for vectors in space |
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| Interactive Visualizations: |
| Applet : 1.1 Localized vector |
| Applet : 1.2 Addition of vectors |
| Applet : 1.3 Associativity of the sum of vectors |
| Applet : 1.4 Scalar multiplication of vectors |
| Applet : 1.5 Vector equation of a line |
| Applet : 1.6 Vector equation of plane |
| Applet : 1.7 Midpoints of a quadrilateral form a parallelogram |
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Applet : 1.8 Medians of triangle are concurrent and divide
each median in the ratio 2:1 |
| Interactive Quizzes: |
| Quiz 1.1 |