Difference between revisions of "ModelCourses/Calculus/Vectors/Vectors in Space"
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** Orthogonality between three vectors |
** Orthogonality between three vectors |
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*** Given two vectors, determine a vector which is normal |
*** Given two vectors, determine a vector which is normal |
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+ | [[ModelCourses/Calculus/Vectors/setUnit1]] |
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[[ModelCourses/Multivariate Calculus]] |
[[ModelCourses/Multivariate Calculus]] |
Revision as of 14:13, 9 December 2011
Vectors in Space
- Space Coordinates
- Identifying points in space given the coordinates
- Identifying the coordinates of points in space given a dynamic 3d graph of the points
- The Dot Product of Two Vectors
- Calculating the standard collection of numerical examples
- Parallel and geometric implications
- Given a particular vector, create other parallel vectors of desired length
- Angle between vectors, orthogonality and cos(theta)
- Given two vectors, determine the angle between
- Given one vector and an angle, determine another other vector with the desired angle. Maybe give part of the second vector.
- Given one 2d vector, determine another vector which is orthogonal
- The Cross Product of Two Vectors in Space
- Calculating the standard collection of numerical examples
- Orthogonality
- Given a vector, determine another vector which is orthogonal
- Orthogonality between three vectors
- Given two vectors, determine a vector which is normal
ModelCourses/Calculus/Vectors/setUnit1 ModelCourses/Multivariate Calculus