Calculus II (MATH 204)
Definition of Integration and principles of integrals, finding areas and volumes, the length of the curve for a defined function, sequences, and series.
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About the Course
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This Course will Discussed the Integration, Integration Technics, Applications of Integrations, Series and Sequences, Convergence, Divergence Series, Tests of convergence Parametric Equations, Arc Length, Surface Area, and Taylor Malarian Series, Conic Sections and Polar Coordinates.
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You Will Learn :
Antiderivative, Sigma Notation, Rieman Sum, Strategy for Integration, Indefinite Integrals, The Definite Integral and The Mean-Value Theorem for Integrals, Integrals, Properties of the Definite Integral, The Fundamental Theorem, Integration by Substitution, Integration by Parts, Differentiation of Trigonometric Functions, Integration of Trigonometric Functions, Hyper Trigonometric Functions, Integration of Exponential Functions, Integration of Logarithms Functions, Improper Integrals of Functions, Area Between Curves, Volumes, Volumes by Cylindrical Shell, Average Value of Functions, Arc Length of Curve, Area of the Surface Revelations, Application of Physics (Work).
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Target Group :
*Academic Level : Academic University Student
* Speciality : Mathematics
* Material : MATH 204
* University Name : Taibah University -
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Speciality : Mathematics
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