تفاضل وتكامل أ

مدرس المساق : إسماعيل محي الدين فايز الأسطل

    م عنوان المحاضرة عرض حفظ
    1 Chapter 6.3: Arc length Chapter6.4: Areas of Surfaces of revolution
    2 Chapter 6.2: Volumes by cylindrical shells
    3 Chapter 6.1:Volumes using cross sections
    4 Chapter 5.6: Substitution & area between curves
    5 Chapter 5.5: Indefinite Integrals & the Substitution method Chapter 5.6: Substitution & ..
    6 Chapter 5.3: Definite Integral, Chapter 5.4: The Fundamental theorem of calculus
    7 Chapter 5.2: Sigma notation limits of finite sums Chapter 5.3: Definite Integral
    8 Chapter 5.1:Area & Estimating with finite sun , Chapter 5.2: Sigma notation Limits of finite sums
    9 Chapter 4.4: Concavity & curve sketching --cont. Chapter 4.7:Antiderivative
    10 Chapter 4.4: Concavity & curve sketching --cont.
    11 Chapter 4.3: Monotonic Fns- $ First derivative test , Chapter 4.4:Concavity & curve sketching
    12 Chapter 4.2:The Mean Value Theorem
    13 Chapter 4.1: Extreme values of fns-
    14 Chapter 3.9: Linearization & Differentials , Chapter 4.1: Extreme values of fns-
    15 Chapter 3.6: The chain Rule , Chapter 3.7: Implicit differentiation
    16 Chapter 3.3: Differentiation Rules , Chapter 3.5: Derivatives of Trigonometric Fns
    17 Chapter 3.2: The Derivative as a function
    18 Chapter 2.6: Limits involving infinity, asymptotes Chapter 3.1: Tangents & the derivative at a point
    19 Chapter 2.5: Continuous Functions، Chapter 2.6: Limits involving infinity, asymptotes
    20 Chapter 2.5: Continuous Functions
    21 Chapter 2.4: One -- sided limits
    22 Chapter 2.2: Limit of fn_ and limit laws, Chapter 2.3 The precise def. of a limit
    23 Chapter 2.2: Limit of fn_ and limit laws
    24 Chapter: 1.3 Trigonometric functions Chapter 2.1: Rates of change and Tangent to curves
    25 Chapter: 1.2 Combining fns
    26 Chapter: 1.2 Combining fns
    27 Chapter: 1.1 Functions and their graphs 3 & 1.2 Combining fns
    28 Chapter: 1.1 Functions and their graphs 2
    29 Chapter: 1.1 Functions and their graphs 1
    30 Chapter: 1.1 Functions and their graphs

تفاضل وتكامل - ب

مدرس المساق : إسماعيل محي الدين فايز الأسطل

    م عنوان المحاضرة عرض حفظ
    1 Conics in Polar coordinates -2
    2 Conics in Polar coordinates-1
    3 Conic sections-2
    4 Conic sections-1
    5 Areas and lengths in Polar coordinates
    6 Graphing in polar coordinates -2
    7 Polar coordinates -3 & Graphing in polar coordinates-1
    8 Polar coordinates -2
    9 Calculus with parametric curves-2 & Polar coordinates-1
    10 Calculus with parametric curves-1
    11 Parametrization of a plane curve
    12 Taylor and Maclaurin series
    13 Power series -3
    14 Power series -2
    15 Alternating series-3 & Power series-1
    16 Alternating series-2
    17 The ratio root and tests-2 & Alternating series-1
    18 Comparison Tests-3 & The ratio root tests-1
    19 Comparison Tests-2
    20 Integral Test-2 & Comparison Tests -1
    21 Integral Test-1
    22 Infinite series-3
    23 Infinite series-2
    24 Infinite sequences-4 & Infinite series-1
    25 Infinite sequences-3
    26 Infinite sequences-2
    27 Infinite sequences-1
    28 Improper integrals-3
    29 Improper integrals-2
    30 Integral tables -2& Improper integrals-1
    31 Integral tables-1
    32 Integration of Rational Functions by partial Fractions-2
    33 Integration of Rational Functions by partial Fractions-1
    34 Trigonometric substitution - 2
    35 Integration by parts 3 & Trigonometric Integrals-1
    36 Integration by parts 3 & Trigonometric Integrals
    37 8.1 Integration by parts
    38 Relative rates of Growth & In tegration by parts
    39 Hyperbolic Functions -- 2 & Relative rates of Growth
    40 Hyperbolic Functions - 2
    41 Hyperbolic Functions - 1
    42 Inverse Trigonometric functions-5 & Hyperbolic Functions- 1
    43 Inverse Trigonometric functions-4
    44 Inverse Trigonometric functions-3
    45 Inverse Trigonometric functions-2
    46 L Hopitals Rule and Inverse Trigonometric functions
    47 Exponential Functions -4 & L
    48 Exponential Functions -3
    49 Exponential Functions -2
    50 Exponential Functions -1
    51 Natural logarithm - 2
    52 Natural logarithm-1
    53 Inverse Function - 02
    54 Inverse Function-1
    55 Introduction
مساقات ذات علاقة

مركز التميز والتعليم الإلكتروني | الجامعة الإسلامية بغزة

هاتف: 2644400 8 970+ داخلي 1571| فاكس:264 4800 8 970+

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