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Integrals Without Analytical Solutions
Im struggling to find an Integral that cannot be solved by standard A-Level methods. Im doing Numerical Methods coursework and I need help in finding a integral that will require me to solve using numerical methods rather than any formulas. Can anyone help? 
errr...other than ones like e-x2, stuff like etan xsec2x are difficult.
essentially, you want ones involving a product between ef(x) and some function which won't differentiate to itself. (that eliminates sin and cos, the exponential products of which can be integrated by complex numbers/reduction formulae.)
essentially, you want ones involving a product between ef(x) and some function which won't differentiate to itself. (that eliminates sin and cos, the exponential products of which can be integrated by complex numbers/reduction formulae.)
^ You mean practically all since very very VERY few f(x)'s satisfy your conditions.
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