Integral Calculus (MTH 1103)

تعريف التكامل ومبادئ التكاملات، وإيجاد المساحات والأحجام، وطول المنحنى لدالة محددة، والمتتابعات، والسلاسل.

Total Lessonses 30 Total hours : 16:70:82 Duration Of Course 17 weeks
  • About the Course :

    Integration Calculus is the third in the three-course sequence of calculus. this course provides a unique introduction to a course in single-variable calculus. key topics of the course include indefinite integral and definite integral, the first and the second fundamental theorems, techniques of integration, applications of integration and improper integral.




  • You Will Learn :

    Recognize Principles of Integral Evaluation, Riemann Sums, Present Definite Integral as The Limit of Riemann Sums, Calculate Integrals Over Infinite Intervals, Distinguish Methods for Approaching Integration Problems, calculate integrals over infinite intervals, Apply the Definite Integral in Geometry and Engineering, Different Execution and Leading Roles, Solving Mathematical Problem, Fundamental Theorems, Techniques of Integration, Integration by Substitution, Integration by Parts, Integration by Using Partial Fractions, Integration of Trigonometric Functions, Applications of The Definite Integral, Improper Integral, Area and Volumes, Arc Length, and Length of Curves.




  • Target Group :

    *Academic Level : Academic University Student
    * Speciality : Mathematics
    * Material : MTH 1103
    * University Name : Umm Al-Qura University




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Total Lessonses 30 Total Hours 16:70:82 Duration Of Course 17 weeks
Recognize Principles of Integral Evaluation
1 Lessons 0:29:25
Antiderivatives and Infinite Integrals
0:29:25
Show
Recorded Session
Riemann Sums and Definite Integrals
5 Lessons 1:17:36
Summation Notation part 1
0:22:26
Show
Recorded Session
Summation Notation part 2
0:16:21
Show
Recorded Session
Remian Sum and Definite integrals
0:38:49
Closed
Recorded Session
Calculate Integrals Over Infinite Intervals
2 Lessons 1:44:19
Integrals
1:22:52
Show
Recorded Session
Numerical Integrals
21:27
Show
Recorded Session
Distinguish Methods for Approaching Integration Problems
8 Lessons 2:39:47
Indefinite Integrals part 1
0:21:07
Closed
Recorded Session
Indefinite Integrals part 2
0:29:54
Closed
Recorded Session
Indefinite Integrals part 3
0:14:01
Closed
Recorded Session
Indefinite Integratioon and the NET change theorem
1:11:30
Closed
Recorded Session
Strategy for Integration
0:23:15
Closed
Recorded Session
The Definite Integral
1 Lessons 0:23:00
Definite Integrals and _Mean value theorem of integration
0:23:00
Closed
Recorded Session
Applications of Integration Area Between two Curve
1 Lessons 0:30:03
Applications of Integration Area Between two Curve
0:30:03
Closed
Recorded Session
Fundamental Theorems
1 Lessons 0:35:37
The Fundamental Theorem of Calculus
0:35:37
Closed
Recorded Session
Integration By Substitution
1 Lessons 0:36:20
The Rule Substitution
0:36:20
Closed
Recorded Session
Integration By parts
2 Lessons 1:00:41
Integration By parts
0:29:07
Closed
Recorded Session
Integration Using Tables and Technology
0:31:43
Closed
Recorded Session
Integration By Using Partial Fractions
14 Lessons 1:20:25
Integration Rational Functions
0:30:08
Closed
Recorded Session
Partial Fraction Part 1
0:24:01
Closed
Recorded Session
Partial Fraction Part 2
0:26:16
Closed
Recorded Session
Integration of Trigonometric Functions
6 Lessons 3:28:46
Trigonometric Integrals
0:38:44
Closed
Recorded Session
Trigonometic Substitution part 1
0:42:21
Closed
Recorded Session
Trigonometic Substitution part 2
0:28:32
Closed
Recorded Session
Hyperbolic Functions
0:26:25
Closed
Recorded Session
Integration of Inverse Trigonometric Functions
0:34:55
Closed
Recorded Session
Powers of Trigonometric Functions
0:37:51
Closed
Recorded Session
Improper Integral
2 Lessons 0:16:13
Improper Integrals
0:16:13
Closed
Recorded Session
Arc Length and Length of curves
1 Lessons 0:15:17
Arc Length and Length of Curves
0:15:17
Closed
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volume
2 Lessons 0:53:33
volume
0:31:31
Closed
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Volumes By cylindrlcal shelis
0:22:02
Closed
Recorded Session
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Speciality : Mathematics

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Saad IBRAHIM Aleidi
very good

علي محمد كمال
good job