Develop essential mathematics skills with expert instruction and practical examples.
Students will be able to find the integrals of functions using the following methods: In this method, you will be able to evaluate the integrals of any function by using Integration by Power Rule: In this method, you will be able to evaluate the integrals of any function by using, Integration by Power Rule version I and IIIn this method, you will be able to evaluate the integrals of any function by using Integration by SubstitutionIn this method, you will be able to evaluate the integrals of any function by using Integration related to Inverse Trigonometric FunctionsIn this method, you will be able to evaluate the integrals of any function by using the Integration of Hyperbolic FunctionsIn this method, you will be able to evaluate the integrals of any function by using Integration related to Inverse Hyperbolic FunctionsIn this method, you will be able to evaluate the integrals of any function by using the Integration of Exponential FunctionsIn this method, you will be able to evaluate the integrals of any function by using Integration by Trigonometric SubstitutionIn this method, you will be able to evaluate the integrals of any function by using Integration by PartsIn this method, you will be able to evaluate the integrals of any function by using Reduction formula In this method, you will be able to evaluate the integrals of any function by using Integration of the form Cos(A+B), Cos(A-B), Sin(A+B), Sin(A-B)In this method, you will be able to evaluate the integrals of any Power of the sine function.
View pricing and check out the reviews. See what other learners had to say about the course.
Not sure if this is right for you?
Browse More Mathematics CoursesExplore more Mathematics courses to deepen your skills and advance your expertise.
