Running Head: TRIGONOMETRIC INTERGRATION OF SECANT THETATrigonometric integration of secant thetaNameInstitution of Affiliation1TRIGONOMETRIC INTERGRATION OF SECANT THETAThe first method will utilize the concept that for the functions of2 = ln|| + . Thisimplies that one is supposed to anticipate the result even before proceeding to the solution. It isone of the many intuitive solutions that can be used to find the integral of a trigonometricfunction.First method: Intuitive reasoning by utilizing the above concept.Multiply the secant function by + such that it is equivalent by multiplying with 1. = ( +) + . 1 2 + . = . 2 + Let the denominator of 2 be the = + The derivative of the above function becomes = + + 2 which equivalent tothe numerator is of 2.Since the denominator is the = + then the integration of secant theta becomes: = = 2 + . + ...
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