Posted on April 24, 2014 at 03:19 PM

In this tutorial we shall develop a technique that will help us to evaluate a wide variety of integrals that do not fit any of the basic integration formulas. This technique of integration that is quite useful is integration by parts. It depends upon the formula for the de ...

Read MorePosted on April 24, 2014 at 03:17 PM

Example: Evaluate the integral with respect to We have integral Putting and differentiate Now the above integral of the form, we have We observe that de ...

Read MorePosted on April 23, 2014 at 06:09 PM

In order to evaluate some particular integrals, some particular substitutions play very important role in making the integral easier to evaluate it. Now we have some basic substitutions of integrals as follows: ...

Read MorePosted on April 22, 2014 at 04:43 PM

In this tutorial we shall use different substitutions before evaluating the integrals. Sometimes integration are very complicated to solve so in this situation we shall see that a suitable substitution will make the integral simpler one and then it will be easy to tackle i ...

Read MorePosted on April 22, 2014 at 04:41 PM

Integration of cosecant squared of x is an important integral formula in integral calculus; this integral belongs to trigonometric formulae. The integration of cosecant squared of x is of the form To prove this form ...

Read MorePosted on April 21, 2014 at 05:30 PM

Integration of secant squared of x is an important integral formula in integral calculus; this integral belongs to trigonometric formulae. The integration of secant squared of x is of the form To prove this formula, ...

Read MorePosted on April 20, 2014 at 06:44 AM

Integration of cosecant cotangent function is an important integral formula in integral calculus; this integral belongs to trigonometric formulae. The integration of cosecant cotangent is of the form To prove this f ...

Read MorePosted on April 20, 2014 at 06:42 AM

Integration of secant tangent function is an important integral formula in integral calculus; this integral belongs to trigonometric formulae. The integration of secant tangent is of the form To prove this formula, ...

Read MorePosted on April 19, 2014 at 05:58 AM

In this tutorial we will prove the formula of cosecant integral which is also an important formula in integral calculus; this integral belongs to the category of trigonometric integral formulae. The integration of cosecant function is of the form ...

Read MorePosted on April 19, 2014 at 05:56 AM

In this tutorial we will prove the formula of secant integral which is also an important formula in integral calculus; this integral belongs to the category of trigonometric integral formulae. The integration of secant function is of the form ...

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