Calculus II - KSU MATH106
أهلاً بكم في حساب التفاضل والتكامل 2 لطلاب وطالبات جامعة الملك سعود
هنا في هذا المقرر سنتعلم طرق التكاملات ا
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Overview
- Course Overview 01:31
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مقاطع لأهم الأساسيات
- قواعد الإشتقاق 20:13
- قواعد التكامل 14:26
- طريقة حساب الدوال المثلثية لأهم الزوايا بدون آلة حاسبة 08:13
- طريقة تحليل كثيرات الحدود 13:57
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CHAPTER 5 : (5.1) ANTI-DERIVATIVES AND INDEFINITE INTEGRALS
- ANTIDERIVATIVE 11:01
- INDEFINITE INTEGRALS 47:32
- EXERCISES ( 1 - 16 ) 28:28
- EXERCISES ( 18 - 48) 33:04
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CHAPTER 5 : (5.2) CHANGE OF VARIABLES IN INDEFINITE INTEGRALS
- Method of substitution 43:49
- EXERCISES ( 3 - 23 ) 29:30
- EXERCISES ( 26 - 41) 27:29
- EXERCISES ( 42 - 48 ) 15:28
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CHAPTER 5 : (5.3) SUMMATION NOTATION AND AREA
- SUMMATION NOTATION 23:33
- AREA 29:06
- EXERCISES ( 1 - 7) 08:09
- EXERCISES ( 9 - 11) 18:29
- EXERCISES ( 15 - 17 ) 06:13
- EXERCISES ( 31 ) - Right Endpoint 10:53
- EXERCISES ( 31 ) - Left Endpoint 12:22
- EXERCISES ( 32 ) Right Endpoint 07:41
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CHAPTER 5 : (5.4) THE DEFINITE INTEGRAL
- PARTITION 13:51
- RIEMANN SUM 15:05
- THE DEFINITE INTEGRAL 16:08
- EXERCISES 5 08:31
- EXERCISE 7 07:33
- EXERCISE 10 03:30
- EXERCISES ( 17 - 22) 02:16
- EXERCISES ( 28 - 36 ) 13:26
- EXAMPLE 6 09:45
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CHAPTER 5 : (5.5) PROPERTIES OF THE DEFINITE INTEGRAL
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CHAPTER 5 : (5.6) THE FUNDAMENTAL THEOREM OF CALCULUS
- Fundamental theorem of calculus 30:01
- Theorem (5.33) 15:39
- Theorem (5.34) + Theorem (5.35) 14:45
- EXERCISE (5-24) 19:29
- EXERCISE (26-36) 20:48
- EXERCISE (37-56) 17:22
- EXERCISE 52 and EXERCISE 51 and 07:54
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CHAPTER 5 : (5.7) NUMERICAL INTEGRATION
- Trapezoidal rule and Simpson's rule 14:54
- EXERCISE (1-8) 17:45
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CHAPTER 6 : (6.1) AREA
- AREA Rx REGION - PART 1 22:01
- AREA Rx REGION - PART 2 27:38
- AREA Ry REGION 14:39
- EXERCISES - PART 1 18:02
- EXERCISES - PART 2 15:52
- EXERCISES - PART 3 18:14
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CHAPTER 6 : (6.2) SOLIDS OF REVOLUTION
- SOLIDS OF REVOLUTION - PART 1 14:30
- SOLIDS OF REVOLUTION - PART 2 23:40
- EXERCISE - PART 1 16:01
- EXERCISE - PART 2 06:40
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CHAPTER 6 : (6.3) VOLUMES BY CYLINDRICAL SHELLS
- VOLUMES BY CYLINDRICAL SHELLS 18:04
- EXERCISE - PART 1 11:32
- شرح الفرق بين 6.2 و 6.3 46:28
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CHAPTER 6 : (6.5) ARC LENGTH AND SURFACES OF REVOLUTION
- ARC LENGTH 21:45
- SURFACES OF REVOLUTION 08:03
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CHAPTER 7 : (7.2) THE NATURAL LOGARITHMIC FUNCTION
- The natural logarithmic function 09:41
- Laws of natural logarithms 17:37
- EXERCISES 7.2 17:24
- EXAMPLE 6 11:39
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CHAPTER 7 : (7.3) THE NATURAL EXPONENTIAL FUNCTION
- THE NATURAL EXPONENTIAL FUNCTION 09:42
- EXERCISES 7.3 09:42
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CHAPTER 7 : (7.4) INTEGRATION
- Theorem (7.24) + Theorem (7.23) 16:55
- Theorem (7.25) 07:52
- EXERCISES 7.4 31:09
- CHAPTER 7 : (7.5) GENERAL EXPONENTIAL AND LOGARITHMIC FUNCTIONS
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CHAPTER 8 : (8.2) DERIVATIVES AND INTEGRALS
- DERIVATIVES AND INTEGRALS 24:42
- EXERCISE - PART 1 05:19
- EXERCISE - PART 2 12:55
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CHAPTER 8 : (8.3) HYPERBOLIC FUNCTIONS
- HYPERBOLIC FUNCTIONS 13:42
- EXERCISE - PART 1 06:10
- EXERCISE - PART 2 12:39
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CHAPTER 8 : (8.4) INVERSE HYPERBOLIC FUNCTIONS
- INVERSE HYPERBOLIC FUNCTIONS 11:07
- EXERCISE - PART 1 11:11
- EXERCISE - PART 2 13:43
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CHAPTER 9 : (9.1) INTEGRATION BY PARTS
- Integration by parts formula - part 1 17:08
- Integration by parts formula - part 2 12:50
- Integration by parts formula - part 3 17:27
- EXERCISE - PART 1 19:40
- EXERCISE - PART 2 10:50
- EXERCISE - PART 3 14:37
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CHAPTER 9 : (9.2) TECHNIQUES OF INTEGRATION
- (Integral sin^n(x) and co^n(x 16:44
- (Integral sin^m(x) cos^n(x 05:51
- (Integral tan^m(x) sec^n(x 07:46
- EXERCISE - PART 2 12:13
- EXERCISE - PART 1 16:46
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CHAPTER 9 : (9.3) TRIGONOMETRIC SUBSTITUTIONS
- Trigonometric substitutions - PART1 17:44
- Trigonometric substitutions - PART2 07:34
- Trigonometric substitutions - PART3 07:56
- Trigonometric substitutions - PART4 08:42
- EXERCISE - PART 1 20:54
- EXERCISE - PART 2 18:46
- EXERCISE - PART 3 09:01
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CHAPTER 9 : (9.4) INTEGRALS OF RATIONAL FUNCTIONS
- Guidelines for partial fraction decompositions of f(x)/g(x) 23:14
- EXAMPLE 2 22:18
- EXAMPLE 3 17:31
- EXAMPLE 4 10:27
- EXERCISE - PART 1 28:31
- EXERCISE - PART 2 21:35
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CHAPTER 9 : (9.5) INTEGRALS INVOLVING QUADRATIC EXPRESSIONS
- INTEGRALS INVOLVING QUADRATIC EXPRESSIONS 21:55
- EXERCISE - PART 1 12:32
- EXERCISE - PART 2 18:58
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CHAPTER 9: (9.6) MISCELLANEOUS SUBSTITUTIONS
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CHAPTER 10 : (10.3) INTEGRALS WITH INFINITE LIMITS OF INTEGRATION
- Definition (10.5) 14:48
- Definition (10.6) 09:05
- EXERCISE - PART 1 19:34
- EXERCISE - PART 2 24:16
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CHAPTER 10 : (10.4) INTEGRALS WITH DISCONTINUOUS INTEGRANDS
- INTEGRALS WITH DISCONTINUOUS INTEGRANDS 28:45
- EXERCISE - PART 1 13:10
- EXERCISE - PART 2 08:23
- EXERCISE - PART 3 16:34
- EXERCISE - PART 4 18:13
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CHAPTER 13 : (13.1) POLAR CURVES
- POLAR COORDINATES 12:23
- EXERCISE 33:40
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CHAPTER 13 : (13.3) POLAR COORDINATES
- POLAR EQUATIONS 41:37
- RELATIONSHIPS BETWEEN RECTANGULAR AND POLAR COORDINATES 13:32
- EXERCISE 09:18
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CHAPTER 13 : (13.4) INTEGRALS IN POLAR COORDINATES
- INTEGRALS IN POLAR COORDINATES 18:50
- EXERCISE 10:35
- 13.13 + 13.14 14:21
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10.1 The Indeterminate Forms 0/0 And ∞/∞
- The Indeterminate Forms 0/0 And ∞/∞ 19:30
- Exercises 27:39
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10.2 Other Indeterminate Forms
- Other Indeterminate Forms 29:03
- Exercises 12:52
- CHAPTER 13 : (13.2) TANGENT LINES AND ARC LENGTH
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حلول نماذج الاختبارات
- MID1 - Part1 12:32
- MID1 - Part2 10:54
- MID1 - Part3 08:49
- MID1 - Part4 09:21
- MID2 - 1 35:06
- MID2 - 2 37:21
- نموذج اختبار 31:21
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FINAL
- MODLE 1 - 1 27:14
- MODLE 2 - 1 26:31
- MODLE 3 - 1 21:03
- MODLE 3 - 2 41:57
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الإثباتات
- إثباتات Ch5 26:30
- إثباتات Ch7 49:11
- إثباتات Ch8 45:05
- إثباتات Ch9 04:12
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الواجب
- الواجب الأول 13:05
- الواجب الثاني 15:53
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Overview
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دراسة ذاتية
أهلاً بكم في حساب التفاضل والتكامل 2 لطلاب وطالبات جامعة الملك سعود
هنا في هذا المقرر سنتعلم طرق التكاملات المختلفة للدوال
يحتوي المقرر على شرح الجزء النظري وكذلك تمارين الواجب
بالإضافة إلى مراجعات لنماذج الإختبارات -
Haneen has a bachelor degree in Mathematics with five years of experience in teaching math and Statistics through online.
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Student feedback
5.00Course Rating
التقسيط متاح
500 ريال
دراسة ذاتية
المحاضرات
148 فيديو
المدة الزمنية
42:52:29
الملفات
8 ملف
الواجبات
Yes, Completely
الجزء العملي
Yes, Completely
المشروع
No
الشهادة
Not Applicable
التقييمات (2)
مشاركة التجارب وقصص النجاح ستظل أجمل الأشياء دومًا.
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