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Apr 24th, 2019
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  1. function [sums,approxerror,realerror] = student_solution(x,numberofsums)
  2.  
  3.  
  4. n = 2;
  5. sums = zeros(numberofsums,1);
  6. approxerror = zeros(numberofsums,1);
  7. realerror = zeros(numberofsums,1);
  8. sums(1) = x - x^3/factorial(3);
  9. approxerror(1) = abs((sums(1) - x)/ sums(1));
  10. realerror(1) = abs((sin(x)-sums(1))./sin(x));
  11.  
  12. if numberofsums ~= 1
  13.  
  14. for n = 2:(numberofsums )
  15.  
  16. v1 = x^(2*n + 1)/ factorial(2*n + 1) *(-1)^n;
  17.  
  18. sums(n) = sums(n-1) + v1 ;
  19.  
  20.  
  21. approxerror(n) = abs((sums(n) - sums(n - 1)) / sums(n));
  22.  
  23. realerror(n) = abs((sin(x) - sums(n))./sin(x));
  24.  
  25. end
  26. end
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