:formula_3:formula_4 (Cavalieri's quadrature formula):formula_5:formula_1::More generally,::formula_7:formula_8===Exponential functions===:"More integrals: List of integrals of exponential functions":formula_9:formula_10:formula_11===Logarithms===:"More integrals: List of integrals of logarithmic functions":formula_12:formula_13===Trigonometric functions===:"More integrals: List of integrals of trigonometric functions":formula_14:formula_15:formula_16:formula_17:formula_18:: (See Integral of the secant function.
:formula_3: formula_4 (первообразная от нуля есть константа, в любых пределах интегрирования интеграл от нуля равен нулю): formula_5: formula_6: formula_7: formula_8 («высокий логарифм»): formula_9: formula_10: formula_11: formula_12: formula_13: formula_14: formula_15: formula_16: formula_17: formula_18: formula_19: formula_20: formula_21: formula_22: formula_23: formula_24: formula_25: formula_26: formula_27: formula_28: formula_29: formula_30: formula_31: formula_32: formula_33: formula_34: formula_35:: также formula_36:: также formula_37: formula_38\frac{1}{\operatorname{ch}\,x} = \operatorname{sech}\,x</math>.