Mathematics Recovered for the Natural and Medical Sciences
Aimed at biological, medical and other scientists who have been taught mathematics before, but have forgotten it, this textbook provides a route for rapid recovery. Starting with the basic principles, it includes coverage of the methods of Fourier analysis and worked examples.
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angle Answer Argand diagram argument axes binomial binomial distribution called Chapter coefficients column complementary function complex conjugate complex numbers constant cosine curve degrees of freedom derivative determinant distribution dy/dx elements equal error Example EXERCISES 11 experimental Figure Find formula Fourier series Fourier transform fraction frequency Gaussian given gives graph Hence independent variable integer itſ2 linear logarithms magnitude mathematics matrix mean measure method modulus multiplied negative normal distribution notation null hypothesis number of degrees number pairs obtained parabola particular integral permutations Poisson Poisson distribution polynomial population probability problem procedure quadratic quantity radians real numbers regression sample scalar shown in Fig side sine singly periodic functions ſº solution Solve standard deviation statement statistics stellar magnitude straight line Suppose symbol t-distribution Table tangent total number triangle variance variate vector write written x-axis zero