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General Chemistry Chapter 1: Introduction
General Chemistry Chapter 1 Lecture Notes,
- Class notes
- • 8 pages •
General Chemistry Chapter 1 Lecture Notes,
General Chemistry Chapter 7: Nature of Light
Lecture Notes on General Chemistry Chapter 7: Nature of Light, which includes electromagnetic radiation, wave nature of light, electromagnetic spectrum, refraction, diffraction and interference, the particle nature of light Atomic spectra, Bohr model, and quantum numbers
- Class notes
- • 10 pages •
Lecture Notes on General Chemistry Chapter 7: Nature of Light, which includes electromagnetic radiation, wave nature of light, electromagnetic spectrum, refraction, diffraction and interference, the particle nature of light Atomic spectra, Bohr model, and quantum numbers
Forensic Science- Entomology
Forensic Science- Entomology
- Class notes
- • 2 pages •
Forensic Science- Entomology
General Chemsitry II: Chapter 17-24 Equilibrum of Reactions/ Acid- Base Equilibrium and PH, Buffers,Titration,Solubility,Theromodynamics,Redox Reactions, Electrochemistry
General Chemistry II Lecture notes on Equilibrium, Calculations, Rate Law, Acid/ Base Equilibrium which consists of Arrnenlus, Bronsted- Lowry, and Lewis, Ph of Acid, Bases, and Solutions, Buffers and their Calculations, Titration, Stability Equilibrium, Solubility, Thermodynamics, Redox Reactions, and Electrochemistry. (45 Pages)
- Class notes
- • 45 pages •
General Chemistry II Lecture notes on Equilibrium, Calculations, Rate Law, Acid/ Base Equilibrium which consists of Arrnenlus, Bronsted- Lowry, and Lewis, Ph of Acid, Bases, and Solutions, Buffers and their Calculations, Titration, Stability Equilibrium, Solubility, Thermodynamics, Redox Reactions, and Electrochemistry. (45 Pages)
Differential Equation I: Laplace
Lecture Notes on Laplace Transformation, includes serveral example.
- Class notes
- • 6 pages •
Lecture Notes on Laplace Transformation, includes serveral example.
Differential Equation I: Final Exam Review
Final Exam Review for Differential Equations I. Includes Examples on First and Higher-order Differential Equations and Laplace Transformation. First order includes Separable, and LInear equations, and Variation of Parameters, and LInear and Nonlinear Second Order with Constant Coefficients. Several Examples of each equation.
- Class notes
- • 12 pages •
Final Exam Review for Differential Equations I. Includes Examples on First and Higher-order Differential Equations and Laplace Transformation. First order includes Separable, and LInear equations, and Variation of Parameters, and LInear and Nonlinear Second Order with Constant Coefficients. Several Examples of each equation.
Differential Equation I: Separable Equations
FIrst Order ODE lecture notes on Separable Equations, includes Examples.
- Class notes
- • 2 pages •
FIrst Order ODE lecture notes on Separable Equations, includes Examples.
Differential Equation I: First Order Differential Equations
First order of Ordinary Differential Equations: Separable, Homogenous, Linear, Bernovlill, and Exact Equations Lecture notes and Multiple Examples of each.
- Class notes
- • 16 pages •
First order of Ordinary Differential Equations: Separable, Homogenous, Linear, Bernovlill, and Exact Equations Lecture notes and Multiple Examples of each.
Differential Equation I:Second Order and Higher Order
Lectures of Wronskian, Linear Dependence, Homogeneous ODES, Reduction of Order, Second Order linear Homogenous ODES with Constant Coefficients, Second Order Linear Non-Homogenous ODES, Methods of Undetermined Coefficients, Variation of Parameters, and includes multiple examples of each one.
- Class notes
- • 29 pages •
Lectures of Wronskian, Linear Dependence, Homogeneous ODES, Reduction of Order, Second Order linear Homogenous ODES with Constant Coefficients, Second Order Linear Non-Homogenous ODES, Methods of Undetermined Coefficients, Variation of Parameters, and includes multiple examples of each one.
Differential Equation I: Exact Equations
Lecture notes on Exact Equations and Integrating Factors, includes examples
- Class notes
- • 6 pages •
Lecture notes on Exact Equations and Integrating Factors, includes examples