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Instructions and help about inttrap scilab

hello and welcome to the next video of our channel practical hope in this video we are going to do numerical integration by trapezoidal and simpson's rule first what is numerical integration it is the process of computing the value of our definite integral integration a to b of x dx from a set of numerical values of the integrand f x we need numerical integration because sometimes solutions are too complicated certain functions do not possess close form solutions and sometimes the form of the function is not known we are going to replace the function to be integrated by a polynomial px assuming that integration of fx x is equal to integration of p x d x this polynomial p x can be of the order one or order two or order three say this is the function f x and these are the limits x equal to a to x equal to b now if we want to integrate this function from a to b then it is equivalent to area under this curve next how to calculate area under the curve now we have with us these data points x

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