We now explore rotations of one, two and three dimensional objects, specifically a line, a square and a cube followed by three then four perpendicular vectors running along the coordinate axes. The honesty of the rotations is demonstrated ...See moreWe now explore rotations of one, two and three dimensional objects, specifically a line, a square and a cube followed by three then four perpendicular vectors running along the coordinate axes. The honesty of the rotations is demonstrated using stacks of chips demonstrating which dimension contains each vector's length. Written by
David Foss
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