The aim of this project is to find an approximate of the integral of a function f. The
composite trapezoidal rule is used for this purpose Before computing the integral, you
should find the appropriate number of subintervals n so that the approximation absolute
error is less than �
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I am a postgraduate student of mathematics and I have studied numerical analysis as part of my curriculum. I am familiar with trapezoidal rule, midpoint rule, Simpsons rules, etc. I can implement your problem in MATLAB Plus
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It could be made on Matlab or in c++ 1. take the data from the user; function, interval, and minimum error 2. Derivate trough numeric methods twice 3. Calculate the number of intervals according to the formula of er Plus
I have handled numerical integration schemes in matlab. please share more details about the function to be integratged.