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(1) Formulas for integrating functions of the form (u ± v), au, xn, 1/x, 1/√(x2 - a2), sinx, cosx, tanx, cscx, secx, and their products. (2) The integrals give formulas for computing antiderivatives of basic trigonometric, inverse trigonometric, exponential, logarithmic, and rational functions. (3) Examples include the integrals of tanx dx = -ln|cosx| + C, secx dx = ln|secx + tanx| + C, and cscx cotx dx = -cscx + C.
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