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Vector Operations
- Vectors: Introduction (1)
- Vectors: Unit Vector & Component Form
- Vectors: Magnitude & Direction (I)
- Scaling Vectors
- Vectors: Scalar Multiples
- Adding Vectors Geometrically
- Vector Addition
- Quiz: Adding Vectors Geometrically
- Vector Subtraction
- Orthogonality Illustrated
- Vectors: Unit Vector & Orthogonal
- Vectors: Bearings as Vectors
- Dot Product Insight
- Dot Product: Basic Synthesis Questions
- Cross Product: Introduction
- Graphing 3D Points
- Vectors: 3D Magnitudes
- 3D Vector Line Equation (Through Two Points)
- 3D Vector Line Intersections
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Vector Operations
Tim Brzezinski, Ben Roth, Sep 10, 2019
Applets about Vector Operations
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1. Vectors: Introduction (1)
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2. Vectors: Unit Vector & Component Form
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3. Vectors: Magnitude & Direction (I)
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4. Scaling Vectors
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5. Vectors: Scalar Multiples
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6. Adding Vectors Geometrically
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7. Vector Addition
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8. Quiz: Adding Vectors Geometrically
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9. Vector Subtraction
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10. Orthogonality Illustrated
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11. Vectors: Unit Vector & Orthogonal
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12. Vectors: Bearings as Vectors
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13. Dot Product Insight
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14. Dot Product: Basic Synthesis Questions
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15. Cross Product: Introduction
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16. Graphing 3D Points
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17. Vectors: 3D Magnitudes
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18. 3D Vector Line Equation (Through Two Points)
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19. 3D Vector Line Intersections
Vectors: Introduction (1)
Recall a VECTOR is a quantity with both MAGNITUDE and DIRECTION.
The applet below illustrates how we GEOMETRICALLY represent a vector.
Interact with this applet for a few minutes.
Then, complete the investigation questions you received at the beginning of class.
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