this is a question..about Taylor series...
1) Find the Taylor series approximation of order 2 (n=2) for the funtion f(x,y)=sin(xy) about (x。,y。)=(π/4,π/4) using this approximation , compute the function value at x=0.77 and y=0.80
could you handle it ..?
chb1980
Last Activity: Jun 11 '07, 10:04 AM
Joined: May 24 '07
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Errors and approximation
hi how are you ?
i have no idea to get it..please help me
Xa=3.14 and Ya=2.685 are correctly rounded to the numbers of digits shown.
Estimate the errors in the function value sin(XaYa) in terms of the errors in Xa and Ya . Bound the relative errors.
thanks -
could you help me with this question ??
hi..iam trying to handle this one ..but..i have no idea and don't know how to approach it ..
the following data has in it which is large relative to rounding errors .
find the noise and change the data appropriately .
only the function values are given and nodes are equally spaced.
304319 326313 348812 371806 395285 419317 443655
468529 493852 519615 545811 572433 599475 626909... -
Determine degree of function.
the following data is taken from a ploynomial
x : -2 , -1 , 0 , 1 , 2 , 3
P(x) : -5 , 1 , 1 , 1 , 7, 25
1) what is the degree of P(x) ?
please .. -
Program Taylor series
this is a question..about Taylor series...
1) Find the Taylor series approximation of order 2 (n=2) for the funtion f(x,y)=sin(xy) about (x。,y。)=(π/4,π/4) using this approximation , compute the function value at x=0.77 and y=0.80
could you handle it ..?
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