ESSAY TOPIC-PROBLEM I-UTILITY MAXIMISATION-USING LAGRANGE MULTIPLIER–MODULE 3-MATHEMATICAL ECONOMICS

This video covers a core part of module III - Mathematical Economics = ESSAY TOPIC - PROBLEM NO. I - UTILITY MAXIMISATION BY USING LAGRANGE MULTIPLIER – STEP BY STEP SOLUTION I. Given U= f(x1,x2), subject to y = 100, P1=2, P2=5. Find the equilibrium level of consumption of commodity x1 and x2. And also test whether it satisfies the conditions of maximum? Related Video Links    • CONSTRAINED OPTIMISATION WITH LAGRANGE MUL...   - CONSTRAINED OPTIMISATION WITH LAGRANGE MULTIPLIER-TIPS FOR SOLUTIONS-MODULE 3-MATHEMATICAL ECONOMICS    • 5 MARK–MATHEMATICAL ECONOMICS–C-D FUNCTION...   - 5 MARK–MATHEMATICAL ECONOMICS–C-D FUNCTION IS LINEAR HOMOGENOUS & GENERATES CONSTANT RETURNS TO SCALE    • PROPERTIES OF COBB - DOUGLAS PRODUCTION FU...   - PROPERTIES OF COBB - DOUGLAS PRODUCTION FUNCTION-MATHEMATICAL ECONOMICS–MODULE IV-CALICUT UNIVERSITY    • MATHEMATICAL ECONOMICS & MICRO I - COBB - ...   - MATHEMATICAL ECONOMICS - COBB - DOUGLAS (C-D) PRODUCTION FUNCTION - MODULE IV– IMPORTANCE-CRITICISMS    • MATHEMATICAL ECONOMICS - PRODUCTION FUNCTI...   - MATHEMATICAL ECONOMICS - PRODUCTION FUNCTION – DEFINITION – TYPES - SEMESTER VI - B.A. ECONOMICS    • HOMOGENEOUS & NON-HOMOGENEOUS - DEGREE OF ...   - HOMOGENEOUS & NON-HOMOGENEOUS - DEGREE OF HOMOGENEITY & RETURNS TO SCALE - MATHEMATICAL ECONOMICS    • PROBLEM NO. II & III – SOLUTIONS - HOMOGEN...   - PROBLEM NO. II & III – SOLUTIONS - HOMOGENEOUS PRODUCTION FUNCTION-MODULE IV-MATHEMATICAL ECONOMICS Website: http://noushadchengodan.in YouTube:    / @noushadchengodan   Facebook:   / noushad.chengodan