Matrices Demystified: Crush Economics Exams & Research Fast
Published 5/2025
MP4 | Video: h264, 1920x1080 | Audio: AAC, 44.1 KHz
Language: English | Size: 1.99 GB | Duration: 2h 15m
Master Matrix Algebra for Economics - Ace Exams, Optimize Models & Solve Real-World Problems !
What you'll learn
Master Matrix Operations Confidently add, multiply, and invert matrices with economic applications (e.g., input-output models).
Apply Matrices to Real Economics Problems Solve GDP forecasting, trade equilibrium, and econometric equations using matrix algebra.
Ace Exams with Speed & Accuracy Learn shortcuts to solve matrix-based exam questions in 5 minutes (common in Econ finals!).
Build Career-Ready Skills Use Python/Excel for matrix-driven economic data analysis (taught in plain language).
Requirements
1. A "Let's Do This!" Attitude: Zero prior matrix knowledge required-we start from scratch!
2. Basic High School Math: Comfort with arithmetic, fractions, and simple equations (e.g., solving for *x*).
3. Curiosity About Economics: Interest in linking math to concepts like GDP or supply-demand models.
Description
Struggling to apply matrices to economic models, input-output analysis, or game theory? This crash course is your key to unlocking A+ grades and mastering matrix algebra for economics!Designed for economics students, this course transforms complex linear algebra into practical, easy-to-follow lessons. Over 7 structured sections, you'll
emystify matrix operations (addition, multiplication, inverses) and their role in economic frameworks.Solve real-world problems like Leontief input-output models, optimization, and Markov chains-plus practice with industry-standard tools like Excel/Python.Gamify learning with interactive quizzes, case studies (e.g., GDP calculations, resource allocation), and cheat sheets.Build exam confidence with step-by-step templates for eigenvalue analysis, linear programming, and dynamic economic systems modeling.Why enroll?No math phobia! Even if you are from a Non-mathematical background. Our lessons start with the basics and progress to advanced applications.Save time with condensed, visual lectures (bite-sized videos under 10 mins).Lifetime access to downloadable worksheets, solved exam papers, peer discussion forums, and 24/7 Q&A support.Whether prepping for finals, giving UGC-NET-JRF Exams/CPET/CUET Exams, tackling econometrics, or preparing for a career in economic policy, this course turns matrices from a headache to your secret weapon. Join 2,500+ students who've transformed confusion into clarity. Enroll now and conquer your syllabus FAST! YES.See you inside the course! Overview
Section 1: What is Matrices?
Lecture 1 Introduction
Section 2: Matrices Operation
Lecture 2 Addition and Subtraction of Matrix
Section 3: Matrices Operation
Lecture 3 Multiplication of Matrices
Section 4: Types of Matrices
Lecture 4 Introduction to The Types of Matrices
Lecture 5 Based on Dimension
Lecture 0 Based on Elements
Lecture 6 Based on Operations
Lecture 7 Based on Applications
Lecture 8 Based on Special Properties
Section 5: Inverse of a Matrix
Lecture 9 Inverse of a 2*2 Matrix
Lecture 10 Inverse of a 3*3 Matrix
Section 6: Solving Linear Systems using Matrices
Lecture 11 Solving Linear Equations by two different methods
Section 7: Input-Output Model using Matrix
Lecture 12 Solving Input-Output Model
Economics Students (Undergrad/Grad): Struggling with matrices in econometrics, input-output models, or exams. Want to transform confusion into A+ grades FAST.,Aspiring Data Analysts & Economists: Craving practical matrix skills for forecasting, trade analysis, or Python-driven economic modeling.,Career Changers & Professionals: Needing to bridge math gaps for roles in finance, policy, or data-driven economics.,Self-Learners: Obsessed with "math for real-world economics" (no abstract theory-just GDP, supply chains, and $$$).,You'll Love This Course If You've Ever Thought: "Why do matrices matter for economics? " "I need to ace my exam next week!" "I want to use Python/Excel for economic analysis. but where do I start?"
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