MATH 222 • Tüm Sınavlar • Differential Equations
MATH222 Diferansiyel Denklemler dersi artık senin için çok daha kolay! Dersin tüm içeriği baştan sona yenilendi ve Gürkan Hoca’nın özel anlatımıyla hazırlandı.
Zor gibi görünen konular bile adım adım, anlaşılır örneklerle öğrenmeni sağlayacak. Endişelenme, bu dersle hem sınavlara güvenle hazırlanacak hem de konuları gerçekten kavrayacaksın. Bu pakette Midterm-1'e dahil olan tüm konular şu şekilde: - Introduction - First Order Ordinary Differential Equations: Preliminaries, Solutions, - Existence-Uniqueness Theorem, - Separable Equations, - Linear Equations, - Bernoulli Equations, - Homogeneous Equations, - Exact Equations and Integrating Factors, - Substitutions - Applications, - Higher Order Linear Ordinary Differential Equations: Basic Theory, - Reduction of Order Method, - Homogeneous Constant Coefficient Equations, - Çalışma Soruları - Sınav Provası - Eski Yıllarda Çıkmış sınavlar
Ayda 833 TL, peşin fiyatına 3 taksit
Eğitmen
Gürkan Hoca
Öğr. Üy.
Orta Doğu Tekn. Üni.'den derece ile mezun olduktan sonra yüksek lisans ve doktora çalışmalarımı da yurt dışında tamamladım. Ardından aynı üniversitede öğretim üyesi olarak görev yaptım. Üniversite öğrencisi olmanın ne demek olduğunu unutmayarak, dersleri öğrencilerimin gözünden anlatmanın ve onlara özel anlama yolları geliştirmenin önemini çok iyi biliyorum. Öğretmenin aslında bir "sanat" olduğunu biliyorum ve bu sanatı sizlere gösterebilmek için buradayım.
Geçme Garantisi
Derslerimize güveniyoruz. Olur da sınavlarına bizimle hazırlandığın halde dersten kalırsan, iade alabilirsin. Koşullar
Konular
Classification
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Classification of Differential Equations
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Separable Equations
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Separable Equations
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Homogeneous Equations
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Homogeneous Equations
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Linear Equations
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Linear Equations
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Bernoulli Equations
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Bernoulli Equations
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Exact Equations and Integrating Factors
3 konu anlatımı · 13 soru
Exact Equations
Integrating Factors for Exact Equations
Different Types of Integrating Factors
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Substitutions
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Substitutions
Substitutions for F(ax + by + c)
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Applications
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Applications
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Review: 1st Order ODEs
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Overview of 1st Order Differential Equations
Higher Order Linear ODEs Basic Theory
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The Wronskian and Linear Independence
Higher Order Linear Ordinary Differential Equations: Basic Theory of Higher Order Linear ODEs
Reduction of Order Method
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Reduction of Order Method
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Reducible Differential Equations
Variation of Parameters Method
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Variation of Parameters Method
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Power Series Solutions
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Power Series Solutions (Ordinary Point)
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Power Series Solutions (Regular Singular Points)
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General Exam Review
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Classification of Differential Equations
Conceptual True-False Question
Linear Equations
Separable Equations
Separable Equation, Bernoulli Equation
Bernoulli Equations
Bernoulli Equations
Homogeneous Equations
Exact Equations and Integrating Factors
Exact Equations and Integrating Factors
Exact Equations with Integrating Factors
Exact Equations and Integrating Factors
Applications of 1st Oder ODEs (Population Growth)
Applications of 1st Oder ODEs (Population Growth)
Reduction of Order
Reduction of Order
Homogeneous Solution of Const. Coef. Higher Order DEs
Constant Coefficient Homogeneous Equations
Finding the Constant Coef. Homogeneous DE from a Given Solution
Finding the Constant Coef. Homogeneous DE from a Given Solution
Constant Coef. Homog. Equation and Graph of Simple Functions; Finding Diff. Eqn. from a Given Set
The Laplace Transform
6 konu anlatımı · 4 soru
The Laplace Transform 1
The Laplace Transform 2
The Laplace Transform 3
The Laplace Transform 4
Inverse Laplace Transform 1
Inverse Laplace Transform 2
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Solving Differential Equations by Laplace Transform
3 konu anlatımı · 6 soru
Laplace Transform of Derivative
Laplace Transform and Initial Value Problems 1
Laplace Transform and Initial Value Problems 2
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Linear Algebra Review
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Matrix Equations and Augmented Matrix
Homogeneous Linear Systems
Inverse of a Matrix
Eigenvalues & Eigenvectors: 3 Vital Steps
Eigenvalues & Eigenvectors: A Special Tip
A Matrix with Irrational Eigenvalues
Complex Eigenvalues
Complex Eigenvalues-2
Systems of First Order Differential Equations
7 konu anlatımı · 11 soru
Introduction
Homogeneous Systems: Distinct Real Eigenvalues 1
Homogeneous Systems: Distinct Real Eigenvalues 2
Homogeneous Systems: Complex Eigenvalues 1
Homogeneous Systems: Complex Eigenvalues 2
Homogeneous Systems: Repeated Eigenvalues 1
Homogeneous Systems: Repeated Eigenvalues 2
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Fundamental Matrix
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Fundamental Matrices
Solving systems with Fundamental Matrices
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Non-homogeneous Systems Part I
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Linear Algebra: Nonhomogeneous Systems
Non-hom. Systems: Given Particular Solution
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Review of Diagonalization
Method of Diagonalization I
Method of Diagonalization II
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Non-homogeneous Systems Part II
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Variation of Parameters Method 1
Variation of Parameters Method 2
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Partial Differential Equations (Separation of Variables, Solution of Heat Equation)
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Partial Differential Equations: Separation of Variables and Heat Equation
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