Calculus II (MATH 102)
تعريف التكامل ومبادئ التكاملات، وإيجاد المساحات والأحجام، وطول المنحنى لدالة محددة، والمتتابعات، والمتسلسلات.
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About the Course
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Definition of definite integral using the Reiman sum and its properties, the mean value theorem of integration, the fundamental theorem of differential calculus integration, the original function, definition of infinite integration), integration of functions transcendence: integration and inverse of trigonometric functions, definition of exponential and logarithmic functions, hyperbolic, inverse hyperbolic, integrals of exponential and logarithmic functions, and hyperbolic functions and their inverse (indefinite integration and methods of integration:) integration by substitution, integration by division, integrations of powers of trigonometric functions, substitution trigonometry , integrations of quadratic formulas , integration with partial fractions, substitutions other (unassigned values: (definition of unassigned values and how to deal with them, L’Hopital's rule, application to improper integrals (applications to integration:) finding areas, surfaces, rotational volumes, and lengths of curves), polar coordinates: polar coordinates, the relationship between polar and cartesian coordinates , curves in polar coordinates , calculate areas using polar coordinates.
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You Will Learn :
Definition of Definite Integral using the Reiman sum, Properties Definite Integral, The Fundamental Theorem of Differential Calculus Integration, The Original Function, Definition of Infinite Integration, The Mean Value Theorem of Integration, Integration of Trigonometric Functions, Integration of Inverse Trigonometric Functions, Derivatives of Exponential and Logarithmic Functions, Integrals of Exponential and Logarithmic Functions, Derivatives Hyperbolic Functions, Derivatives of Inverse Hyperbolic Functions, Integrations Hyperbolic Functions, Integrations of Inverse Hyperbolic Functions, Integration by Substitution, Integration by Parts, Integration by Division, Integrations of Powers of Trigonometric Functions, Substitution Trigonometry, Integrations of Quadratic Formulas, Integration With Partial Fractions, L'Hopital's Rule, Application to Improper Integrals, Finding Areas, Surfaces Areas, Rotational Volumes, Lengths of Curves, Polar Coordinates, The Relationship Between Polar and Cartesian Coordinates, Curves in Polar Coordinates, and Calculate Areas Using Polar Coordinates.
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Target Group :
*Academic Level : Academic University Student
* Speciality : Mathematics
* Material : MATH 102
* University Name : Mustaqbal University -
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