Summary sheets on vectors (that contains information about dot products) and matrices are available from the same source from which you obtained this summary sheet. Davis, H. F., and Snider, A. D., 1987, Introduction to vector analysis [5th edition]: Boston, Allyn and Bacon, 365 p. ISBN 0-205-10263-8. Web resources There are several videos available online from the Khan Academy (http://www.khanacademy.org) that relate to various aspects of coordinates and coordinate transformations. For example, an introduction to Cartesian coordinates is available at , Cartesian coordinates: Wolfram Web Resource, accessed 2 September 2012 via MathWorld—A , Coordinate system: Wolfram Web Resource, accessed 2 September 2012 via —A , Matrix: Wolfram Web Resource, accessed 2 September 2012 via —A , Matrix inversion: Wolfram Web Resource, accessed 2 September 2012 via —A , Matrix multiplication: Wolfram Web Resource, accessed 2 September 2012 via —A , Orthogonal coordinate system: Wolfram Web Resource, accessed 2 September 2012 via —A , Vector: Wolfram Web Resource, accessed 2 September 2012 via —A , Vector multiplication: Wolfram Web Resource, accessed 2 September 2012 via —A
Summary sheets on vectors (that contains information about dot products) and matrices are available from the same source from which you obtained this summary sheet. Davis, H. F., and Snider, A. D., 1987, Introduction to vector analysis [5th edition]: Boston, Allyn and Bacon, 365 p. ISBN 0-205-10263-8. Web resources There are several videos available online from the Khan Academy (http://www.khanacademy.org) that relate to various aspects of coordinates and coordinate transformations. For example, an introduction to Cartesian coordinates is available at , Cartesian coordinates: MathWorld—A Wolfram Web Resource, accessed 2 September 2012 via , Coordinate system: —A Wolfram Web Resource, accessed 2 September 2012 via , Matrix: —A Wolfram Web Resource, accessed 2 September 2012 via , Matrix inversion: —A Wolfram Web Resource, accessed 2 September 2012 via , Matrix multiplication: —A Wolfram Web Resource, accessed 2 September 2012 via , Orthogonal coordinate system: —A Wolfram Web Resource, accessed 2 September 2012 via , Vector: —A Wolfram Web Resource, accessed 2 September 2012 via , Vector multiplication: —A Wolfram Web Resource, accessed 2 September 2012 via
orthogonal_coordinate_transfer.v2.docx