I'd also like to add that I know there is taylor series functionality right in Matlab, but I'm using this example to get some experience with the symsum command.
Difficulty using "symsum" within a function definition
1 回表示 (過去 30 日間)
古いコメントを表示
I'm trying to define a function "ansin" that takes in an array of test values and outputs the function values of the n-th degree Taylor polynomial for sin(x). I am totally unfamiliar with symsum and just tried to do the best I could to copy the notation in the MatLab documentation . Below is the summation that I'm trying to emulate, the code I used and the error I got.

The only difference between the formula and my code is that I've replaced all the n's with k's so that "n" can stand for the degree of taylor polynomial I want. Also I am not summing to infinity but to "n".
testcases = -2*pi + (4*pi).*rand(2000,1);
pred1 = ansin(testcases,1);
pred2 = ansin(testcases,2);
pred3 = ansin(testcases,3);
pred4 = ansin(testcases,4);
function y = ansin(x,n)
y = symsum(((-1)^(k-1))*((x^(2*k-1))/factorial(2*k-1)), k, 1, n);
end
Undefined function or variable 'k'.
Error in Taylor_Polynomial_Practice>ansin (line 10) y = symsum(((-1)^(k-1))*((x^(2*k-1))/factorial(2*k-1)), k, 1, n);
Error in Taylor_Polynomial_Practice (line 2) pred1 = ansin(testcases,1);
回答 (1 件)
参考
カテゴリ
Help Center および File Exchange で Calculus についてさらに検索
Community Treasure Hunt
Find the treasures in MATLAB Central and discover how the community can help you!
Start Hunting!