# MME I

## Welcome to Prime Academy Delhi

For getting access of recorded video lectures of Mathematical Methods for Economics – I (MME – I) for Economics (H) Semester I you need to register yourself at our website

If you are not registered at our website then Register Here (After registration please inform us at +91 9899 192027 to get the access)

The Mathematical Methods for Economics – I Course for BA (Hons) Economics Semester I, Delhi University has been taught by Mr. Dheeraj Suri. The Video Lectures are based upon the books prescribed by the University of Delhi. The Duration of Video Lectures is approximately 50 Hours.

Course Fee : Rs. 6000

Access of Video Lectures is provided on one device, Windows Computer or Android Phone, till end of Semester I Exams.

You will Get

• Full Course Video Lectures
• Complete Study Material (PDF Notes) which includes Concepts, Previous Year Questions, Numerical Questions, MCQ’s and Important Questions
• Online Discussion Forum to Post Your Queries to Discuss with Faculty & other fellow Students
• Live online Doubts Sessions for resolution of Doubts
• Mock Tests at the Website
• Video Lectures Cover Theory Portions Exchaustively + Complete Solutions of Back Questions of readings + Solutions of Previous Years Papers + Large Number of Numericals

## Payment Details

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## Demo PDF of Study Material

Chapter-1-Inequalities

## [ MME – I ] Course Content of Our Video Lectures

Chapter 1 : Inequalities [94 Minutes]

1.1 Inequalities  [46 Minutes]

1.2 Inequalities  [29 Minutes]

1.3 Inequalities  [19 Minutes]

Chapter 3 : Principle of Mathematical Induction [50 Minutes]
3.1 Principle of Mathematical Induction  [50 Minutes]
Chapter 5 : Sets, Relations & Functions [512 Minutes]
5.1 Sets  [34 Minutes]
5.2 Cartesian Product  [18 Minutes]
5.3 Relations  [26 Minutes]
5.4 Functions Introduction  [29 Minutes]
5.5 Domain and Range  [56 Minutes]
5.6 Linear and Quadratic Functions  [61 Minutes]
5.7 Graph of a Function  [68 Minutes]
5.8 Graph of a Function  [17 Minutes]
5.9 Inverse of a Function  [65 Minutes]
5.10 Power Functions  [23 Minutes]
5.11 Exponential & Logarithmic Functions  [45 Minutes]
5.12 Economic Applications of Functions  [23 Minutes]
5.13 Exponential Functions Applications  [45 Minutes]
5.14 Polynomials  [25 Minutes]
Chapter 7 : Simple Differentiation [169 Minutes]
7.1 Differentiability  [41 Minutes]
7.2 Newton Quotient  [35 Minutes]
7.3 Simple Differentiation  [27 Minutes]
7.4 Chain Rule  [35 Minutes]
7.5 Implicit Differentiation  [31 Minutes]
Chapter 9 : Vectors [490 Minutes]
9.1 Vectors  [60 Minutes]
9.2 Dot Product of Vectors  [39 Minutes]
9.3 Dot Product of Vectors  [39 Minutes]
9.4 Linear Combination of Vectors  [41 Minutes]
9.5 Linear Dependence of Vectors  [51 Minutes]
9.6 Convex Combination  [38 Minutes]
9.7 Line and Plane  [72 Minutes]
9.8 Line and Plane  [56 Minutes]
9.9 Vectors Doubts  [34 Minutes]
9.10 Vectors Doubts  [60 Minutes]
Chapter 2 : Logic & Proofs [74 Minutes]

2.1 Logic  [58 Minutes]

2.2 Proofs  [16 Minutes]

Chapter 4 : Cartesian Geometry [134 Minutes]
4.1 Straight Line  [48 Minutes]
4.2 Circle and Parabola  [63 Minutes]
4.3 Circle  [23 Minutes]
Chapter 6 : Limits & Continuity [465 Minutes]
6.1 Limits Introduction  [48 Minutes]
6.2 Special Limits  [36 Minutes]
6.3 Logarithmic Limits  [43 Minutes]
6.4 Limits at Infinity  [52 Minutes]
6.4(a) Limits at Infinity  [13 Minutes]
6.5 Sequence and Series  [32 Minutes]
6.6 Present Value  [62 Minutes]
6.7 Present Value  [54 Minutes]
6.8 Continuity  [58 Minutes]
6.9 Continuity  [67 Minutes]
Chapter 8 : Applications of Derivatives [1002 Minutes]
8.1 Rolle Theorem and LMV  [52 Minutes]
8.2 Intermediate Value Theorem  [29 Minutes]
8.3 Equilibrium Point  [9 Minutes]
8.4 Linear Approximation  [39 Minutes]
8.5 Polynomial Approximation  [53 Minutes]
8.6 Polynomial Approximation  [46 Minutes]
8.7 Tangents and Normals  [65 Minutes]
8.8 Monotonic Functions  [44 Minutes]
8.9 Curvature  [26 Minutes]
8.10 Curvature  [39 Minutes]

8.11 Jensen's Inequality  [31 Minutes]

8.12 (a) Extreme Value Theorem  [22 Minutes]
8.12 Maxima and Minima  [21 Minutes]
8.13 Maxima and Minima  [80 Minutes]
8.14 Maxima and Minima  [33 Minutes]
8.15 Maxima and Minima  [45 Minutes]
8.16 Asymptotes  [79 Minutes]
8.17 Curve Sketching  [45 Minutes]
8.18 Curve Sketching Doubts  [17 Minutes]
8.19 Cost and Revenue Functions  [43 Minutes]
8.20 Elasticity of a Function  [45 Minutes]
8.21 Elasticity of Demand  [44 Minutes]
8.22 Cost Minimisation  [75 Minutes]
8.23 Profit Maximisation  [18 Minutes]
8.24 Tax and Subsidy  [24 Minutes]
Chapter 10 : Matrices and Determinants [630 Minutes]
10.1 Matrices  [61 Minutes]
10.2 Matrices  [69 Minutes]
10.3 Transpose of a Matrix  [53 Minutes]
10.4 Markov Brand Switching  [19 Minutes]
10.5 Determinants  [19 Minutes]
10.6 Rank of a Matrix  [48 Minutes]
10.7 Solution of Equations  [44 Minutes]
10.8 Solution of Equations  [53 Minutes]
10.9 Solution of Equations  [22 Minutes]
10.10 Rank Criterion  [63 Minutes]
10.11 Rank Criterion  [45 Minutes]
10.12 Leontief Input Output Model  [57 Minutes]
10.13 Leontief Input Output Model  [56 Minutes]
10.14 Doubts  [21 Minutes]