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# Project1 - the different plots Label the plots by hand or...

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EGN 3420 Project 1 – Taylor Series Expansion Sp 07 a) Find the truncated Taylor Series expansions ( ), 0,1,2,. ..,10 n f x n = about the point 0 1 x = for ( ) cos . x f x e x - = Round the coefficients, i.e. the derivatives divided by the factorial terms to 4 significant digits (format "short" in MATLAB). b) Graph ( ), 0,1,2,4,6,8,10 n f x n = along with ( ) f x over the interval 0 4.5 x The y -axis should go from -1 to 1. Use a color printer if possible to distinguish between
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Unformatted text preview: the different plots. Label the plots by hand or use a legend. c) Use ( /3), 0,1,2,. ..,10 n f n π = to approximate ( /3) f by filling in the table below. Express all answers to 14 places (format "long" in MATLAB) after the decimal point. n ( /3) f ( / 3) n f ( / 3) ( / 3) T n E f f =-1 2 3 4 5 6 7 8 9 10...
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