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In this content, you find all the basic topics of the 1st year electrical technology course with the best examples and questions that can help your study. Topics which are covered in this content are:- ELECTRICITY GENERATION, TYPES OF ELEMENTS, MESH ANALYSIS, SOURCES OF ELECTRICAL ENERGY, OHMS LAW, FARADAYS LAW, COULOMBS LAW, AMPERES LAW, KIRCHHOFFS LAWS.

This content covers information about Ecosystems. It explains all the topics in detail and clears all your doubts. Topics that are covered in this content are:- Natural capital and ecosystem services, Matter and energy, Role of biogeochemical cycles, globalization, and sustainable development.

This is the first lecture and In this content, you find every topic in detail explanation which helps in your study. Topics which are covered in this content are:- Environment, An ecosystem approach, growth rate, Urbanization, Ecological footprint, Earth overshoot day, Tragedy of commons, Human impacts on environmental systems, Environmental ethics, Environmental attitude.

In this complete package, you can get complete course details about linear algebra, numerical analysis, and complex analysis along with tutorial sheets that boost your preparation.

IN THIS DOCUMENT YOU FIND COMPLETE TUTORIAL SHEETS OF LINEAR ALGEBRA, NUMERICAL ANALYSIS, AND COMPLEX ANALYSIS WHICH CAN YOU HELP FOR YOUR STUDIES IN EXAMS.

THESE NOTES COVER ALL THE TOPICS IN DETAILS. EACH TOPIC IS EXPLAINED WITH TACKING AN EXAMPLE. THIS CONTENT IS SUFFICIENT FOR YOU. TOPICS THAT ARE COVERED ARE:- 1)Introduction to Numerical Methods: Overview of numerical analysis and its applications. Importance of numerical methods in solving mathematical problems. 2)Root Finding Methods: Bisection method Newton-Raphson method 3)Interpolation and Curve Fitting: Lagrange interpolation Newton interpolation 4)Numerical Different...

THESE NOTES COVER ALL THE TOPICS. EACH TOPIC IS EXPLAINED IN COMPLETE DETAIL WITH EXAMPLE. TOPICS WHICH ARE COVERED IN THIS CONTENT ARE:- Vector spaces Linear equations Linear transformations Matrices Eigenvalues and eigenvectors Determinants Linear map Matrix exponential Vectors Block matrices Diagonalization Gaussian elimination Inverses and Determinants Linear independence Matrix multiplication System of equations Linear algebra Matrix imagination Singular value decompo...

This document covers all the main topics that are necessary for the course with examples that help better way to understand the topic and clear all the doubts. Topics which are covered in this content are:- Complex function, Limit, Derivation of a complex number, Analytic function, Cauchy-Riemann equation, Harmonic function and Laplace rule, Line integral, Cauchy integral theorem, Derivatives of analytic function.