Hicksian Vs. Marshallian Demand Curve | MICRO ECONOMICS| Beyond the Classroom

Second Order Differential Equations | Advance MME 21.8

Solving Non Homogenous Second Order Difference Equation | Advance MME 20.5 Part 2

Solving Homogenous Second Order Difference Equation| Ch 20 Sec 20.5| Advance MME

Second Order Difference Equations| Advanced Mathematical Methods in Economics| Hammond 20.4

Linear First Order Difference Equation with a Variable Coefficient | Sydsaeter & Hammond 20.3

Compound Interest and Present Discounted Value | First Order Difference Equations| Hammond 20.2

The "F" Test | Comparing Variances of Two Populations| J.L. Devore 9.5

Two Small Sample "t" Test | J.L. Devore 9.2

Two Sample "Z" Test: Population Mean| J.L. Devore 9.1 | By Yamini maam

P-values in STATISTICAL TESTING | J.L. Devore 8.4 | Yamini maam

Test on Population Proportion Part 2 | Statistics| J.L. Devore 8.3

Central Limit Theorem | Solved Example | Statistics | Yamini maam| Devore 5.4

Tests about Population "PROPORTION" | Statistics | Devore 8.3 | Yamini ma'am

Tests of Population Mean Part 2| Case of unknown population standard deviation |Case of small sample

Budget Estimates (BE), Revised Estimates (RE) and Actuals | By Yamini Ma'am

Tests about "POPULATION MEAN" | Statistics| J.L. Devore 8.2 | Yamini maam

The AK Model | Endogenous Growth Theory | Charles & Jones Ch 8 Sec 8.1 | Macroeconomics

Romers Model Equations | Introduction to Economic Growth Charles Jones Ch 3 | Intermediate Macro II

Example 2: How to Graph? | Solution | @Beyondtheclassroom

Example 1: How to Graph? | Solution | @Beyondtheclassroom

Easy Tips to PLOT a GRAPH | Case of Linear & Quadratic Equations

Calculating Type 1& Type 2 Error | Devore Statistics

Hypothesis Testing | Null & Alternate Hypothesis | Statistics | Devore 8.1

Confidence Interval Part 3| "t-Distribution"| Small Sample Interval | Devore 7.3| Statistics

Confidence Interval Part 2| Case of Non- Normal Distribution | Unknown "Standard Deviation" | 7.2

Confidence Interval | Interval Estimation | Devore Statistics Ch 7

Maximum Likelihood Estimation & Method of Moments | Point Estimation | J.L. Devore 6.2

Minimum Variance Principle of Estimators | Point Estimation | Devore Sec 6.1 | Intro Stats

The principle of "Unbiasedness" | J.L. Devore Sec 6.1 | Statistics

Distribution of Linear Combination of Random Variables| Devore Sec 5.5 | Statistics

Statistics & Sampling distribution | Devore Sec 5.3 | Statistical Methods in Economics

CONTINUOUS Joint Probability Distribution| Independent Random Variables & Conditional Distribution

Discrete JOINT Probability Distribution | Marginal Probability | Devore Sec 5.1

Poisson distribution | Discrete Random Variable | J.L. Devore Chapter 3 Sec 3.6

Hypergeometric Distribution: The Summary

HYPERGEOMETRIC DISTRIBUTION | Pmf, Expected Value, Variance, Range

Random Variables, Expected Value & Variance | J.L. Devore Chapter 3 Sec 3.3

Population Vs. Sample | Inferential Vs. Descriptive Statistics| Enumerative Vs. Analytic Studies

FISCAL POLICY EXTREME CASES: HORIZONTAL & VERTICAL LM CURVE

Fiscal Policy & Crowding out in IS LM Model by Yamini Mam

SOLVED COBWEB MODEL: An Example of Difference Equations

2 Extreme Cases of Monetary Policy: Horizontal & Vertical LM Curve

Optimal Dual variables as Shadow Prices | Linear Programming 19.4

Stability of "Equilibrium" of Differential Equations| By Yamini maam

Monetary Policy in IS LM Model by Yamini Mam | @Beyond the Classroom

Economic interpretation of PRIMAL and DUAL problems | Linear Programming 19.4

Fiscal and Monetary Policy Multiplier IS LM| Dornbusch & Fischer Ch 10 Sec 10.5

Aggregate Demand Curve Derivation| Dornbusch & Fischer Ch 10 Sec 10.4

IS LM Equilibrium | Equilibrium in Goods & Money Market | Dornbusch & Fischer Ch 10 Sec 10.3

LM Curve: Slope & Shift | KEYNESIAN MACROECONOMICS| Dornbusch & Fischer Ch 10

Classical Economics: Fiscal & Monetary Policy | Policy Implications| Froyen Macroeconomics Ch 4

How to solve questions on "Local Extreme Points" ? | Mathematical Economics| @BeyondtheClassroom

Loanable Funds Theory | Interest Rates in Classical Economics | Froyen Macroeconomics|

Seignorage Equation Part 2| Inflation & Real Money Balances| Olivier Blanchard 6th edition Ch 23

Quasi concave & Quasi convex Functions | Mathematical Economics| Hammond 17.10

EASY STEPS TO SOLVE QS ON EXTREME VALUE THEOREM| @BeyondtheClassroom

The SEIGNORAGE Equation| Relation between budget deficits & money creation| Blanchard 6th ed Ch 23

Implicit Function Theorem | Sydsaeter & Hammond 16.10| @BeyondtheClassroom

Chain Weighted Real GDP | Method & Calculation ( Solved) | Introductory Macroeconomics