Calculus II (MATH 1401)

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

Total Lessonses 28 Total hours : 14:39:40 Duration Of Course 17 weeks
  • About the Course :

    Calculus is the first of the required courses in the mathematics program. This course provides a unique introduction to a course in single-variable calculus. Key topics of the course include exponential, logarithmic, inverse trigonometric functions, integral evaluation, improper integrals, area of the plane region, area between two curves, volumes by slicing, disk and washers, and volumes by cylindrical shells.




  • You Will Learn :

    Recall The Relation Between the Derivative of a Function and The Derivative of Its Inverse, State Basic Properties of Exponential and Logarithmic Functions, Recognize Principles of Integral Evaluation, Present Definite Integral as The Limit of Riemann Sums, Derivatives and Integrals Involving Inverse Trigonometric Functions, Hyperbolic Functions, Integration by Substitutions, Integration by Parts, Trigonometry Integrals, Trigonometry Substitutions, Integration Rational Functions by Partial Fractions, Areas Between Two Curves, Volume by Slicing Disk and Washers, Volume by Cylindrical Shells, Length of Plane Curve, and Area of Surface of Revelations.




  • Target Group :

    *Academic Level : Academic University Student
    * Speciality : Mathematics
    * Material : MATH 1401
    * University Name : Umm Al-Qura University




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Total Lessonses 28 Total Hours 14:39:40 Duration Of Course 17 weeks
State Basic Properties of Exponential and Logarithmic Functions
2 Lessons 0:28:50
Derivative of Natural Exponents
0:14:53
Show
Recorded Session
Derivative of Natural logarithms
0:13:57
Show
Recorded Session
Present Definite Integral as The Limit of Riemann Sums
1 Lessons 0:38:49
Remian Sum and Definite integrals
0:38:49
Show
Recorded Session
Recognize Principles of Integral Evaluation
8 Lessons 4:47:06
Strategy for Integration
0:23:15
Closed
Recorded Session
Integrals
1:22:52
Closed
Recorded Session
Indefinite Integrals part1
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
Numerical Integrals
0:21:27
Closed
Recorded Session
Definite Integrals and _Mean value theorem of integration
0:23:00
Closed
Recorded Session
Derivatives and Integrals Involving Inverse Trigonometric Functions
1 Lessons 0:34:35
Integration of Inverse Trigonometric Functions
0:34:55
Closed
Recorded Session
Hyperbolic Functions
1 Lessons 0:26:25
Hyperbolic Functions
0:26:25
Closed
Recorded Session
Integration by Substitutions
1 Lessons 0:36:20
Integration by Substitutions
0:36:20
Closed
Recorded Session
Integration by Parts
1 Lessons 0:29:07
Integration by Parts
0:29:07
Closed
Recorded Session
Trigonometry Integrals
1 Lessons 0:38:44
Trigonometry Integrals
0:38:44
Closed
Recorded Session
Trigonometry Substitutions
2 Lessons 1:10:53
Trigonometry Substitutions part1
0:42:21
Closed
Recorded Session
Trigonometry Substitutions part 2
0:28:32
Closed
Recorded Session
Integration rational functions by partial fractions
3 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
Areas Between Two Curves
1 Lessons 0:30:03
Areas Between Two Curves
0:30:03
Closed
Recorded Session
Volume by slicing Disk and Washers
1 Lessons 0:31:31
Volume by slicing Disk and Washers
0:31:31
Closed
Recorded Session
Volume by Cylindrical Shells
1 Lessons 0:22:02
Volumes By cylindrlcal shelis
0:22:02
Closed
Recorded Session
Length of Plane Curve
1 Lessons 0:15:17
Arc Length and Curvature
0:15:17
Closed
Recorded Session
Area of Surface of Revelations
2 Lessons 0:24:26
Surface Area
0:10:41
Closed
Recorded Session
Surface Area with Parametric Equations
0:14:06
Closed
Recorded Session
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Speciality : Mathematics

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Student ratings and comments

Saad IBRAHIM Aleidi
very good

علي محمد كمال
good job