I keep getting 'Index exceeds array bounds.' my code doesn't like r(i)
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%function [int_ft] = gerberdolan_jessica_hw09_int(t, f)
%INPUT:
%t = vector of t values at which the function is provided
%f = vector of values of the function at the points contained in t
%OUTPUT:
%int_ft = value of integral
%start this function as a script with the following test senario
t = [0 pi/4 pi/2 3*pi/4 pi]
f = cos(t)+5
for i = 1:(length(t)-1)
t = t(i);
r(i) = f(i).*(t(i+1)-t(i))
%((t(1+1)-t(i)) is delta x
%f(t(i)) is the base rantagle for the retangular rule
%r is rectangle
tr(i) = (f(t(i))-f(t(i+1)))*(t(1+1)-t(i))*1/2
%tr is the triangle on top
%(f(t(i))-f(t(i+1))) is the height difference
%(t(1+1)-t(i)) is delta x
%1/2 is to make it a triangle
a_of_trap(i) = r(i) + tr(i)
%area of trapizoid is the rectangle plus the triangle
end
int_ft = sum(a_of_trap)
2 件のコメント
Adam Danz
2021 年 4 月 28 日
@Sudhaunsh Deshpande, I'd be happy to address your question once you've posted it. You can copy the URL to your new question here or tag me with the @ symbol to bring it to my attention.
Sudhaunsh Deshpande
2021 年 4 月 28 日
Thank you
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その他の回答 (1 件)
Guillaume
2018 年 11 月 13 日
"my code doesn't like r(i)"
There's no liking involved. Your code does exactly what you tell it to. If you tell it to do something impossible it's not going to work.
I haven't looked further than
t = t(i);
to know that your code is never going to work. That line replace the whole vector t by a scalar, such that indexing t after that is always going to be an error.
Note that you can easily debug your own code which would be the best way for you to understand where you're going wrong. Step through your code one line at a time in the debugger. See what happens to your variables after each statement and check that it conforms to your expectations.
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