by W W L Chen, X T Duong
Publisher: Macquarie University 1999
Number of pages: 308
The text covers basic algebra, introduction to matrices, trigonometry, indices and logarithms, polynomial equations, inequalities and absolute values, progressions, elementary counting techniques, complex numbers, functions and lines, introduction to differentiation and integration.
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by Edwin A. Abbot - Seeley and Co.
The book gives some accessible and charming explanations of geometry and physics for the curious non-mathematician. Flatland imagines a two-dimensional world inhabited by sentient geometric shapes who think their planar world is all there is.
by Philip E. B. Jourdain - T. C. & E. C. Jack
There is no real reason why, with patience, an ordinary person should not understand what mathematicians do, why they do it, and what mathematics is. The purpose of this little volume is to show how and why mathematical methods grew up.
by A.M. Bruckner, B.S. Thomson, J.B. Bruckner - ClassicalRealAnalysis.com
This text is intended for a course introducing the idea of mathematical discovery, especially to students who may not be particularly enthused about mathematics as yet. The students could actually participate in the discovery of mathematics.
by Peter McOwan - Queen Mary, University of London
Manual of Mathematical Magic is packed full of magical miracles to impress and entertain your friends. The secrets behind street magic, close-up and stage tricks are explained clearly with instructions and videos to help you perform them perfectly.