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IGNOU MEC-203 Quantitative Methods - Latest Solved Assignment

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MEC-01/MEC-101
MEC-102
MEC-203
Language : 
English
Semester : 
1st
Year : 
1st
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PLEASE MATCH YOUR ASSIGNMENT QUESTIONS ACCORDING TO YOUR SESSION

IGNOU MEC-203 (July 2024 – January 2025) Assignment Questions

7. Write short notes on following:

a) Homeogeneous and Homothetic functions
b) L’Hopital’s rule
c) Order of a difference equation
d) Cramer –Rao inequality

 

IGNOU MEC-203 (July 2023 – January 2024) Assignment Questions

Section A

1. a) Explain the necessary and sufficient conditions in case of unconstrained optimisation.
b) Consider a consumer who buys two goods, x and y with utility function u(x, y) = 2√x + y. The consumer’s income is 20 and price of y is 4. Compute the optimal consumption bundle when the price of x is equal to 1 using constrained optimisation.
2. With respect to the applications of dynamic optimisation, explain the optimal rate of extraction of exhaustible resources by monopoly.

Section B

3. What is a discontinuous function? Discuss the two types of discontinuous functions along with their diagrams.
4. Explain the concept of a stationary point and inflexion point. Is a stationary point always a point of inflexion? Why or why not?
5. What do you understand by the term ‘joint distribution’ and ‘marginal distribution’? Discuss with the help of an example.
6.What is a sample? Explain with the help of an example. Discuss any two types of sampling techniques.
7) Write short notes on the following:
(i) One-tailed and two-tailed tests
(ii) One to one and onto functions
(iii) Hyperbola
(iv) Local minima

IGNOU MEC-203 (July 2024 – January 2025) Assignment Questions

   

 

IGNOU MEC-203 (July 2023 – January 2024) Assignment Questions

भाग (क)

1. (अ) अनिबाधित इष्टतमीकरण की स्थिति में अनिवार्य और यथेष्ठ स्थितियों की व्याख्या कीजिये ।
(ब) एक ऐसे उपभोक्ता पर विचार कीजिए जो उपयोगिता फलन u (x, y) = 2√x + y के साथ दो वस्तुएँ, x और y खरीदता है । उपभोक्ता की आय 20 है और y की कीमत 4 है। निबाधित इष्टतमीकरण का उपयोग करके, इष्टतम उपभोग बंडल की गणना कीजिये जबकि x की कीमत 1 के बराबर हो ।
2. गतिकी इष्टतमीकरण के अनुप्रयोगों के संबंध में, एकाधिकार द्वारा क्षयशील ( समाप्य) संसाधनों के निष्कर्षण की इष्टतम दर की व्याख्या कीजिए।

भाग (ख)

3. एक असतत फलन क्या है? दो प्रकार के असतत फलनों की उनके रेखाचित्रों के साथ चर्चा कीजिए।
4. एक स्तब्ध (स्थिर) बिंदु और नति परिवर्तन बिंदु की अवधारणा को समझाइए | क्या एक स्तब्ध (स्थिर) बिंदु हमेशा एक नति परिवर्तन बिंदु होता है? क्यों या क्यों नहीं?
5. ‘संयुक्त वितरण’ और ‘सीमांत वितरण’ शब्दों से आप क्या समझते हैं? एक उदाहरण की सहायता से चर्चा कीजिए।
6. एक न्यादर्श (प्रतिदर्श) क्या है? एक उदाहरण की सहायता से समझाइए । किन्हीं दो प्रकार की न्यादर्शन (प्रतिचयन) तकनीकों की चर्चा कीजिए।
7. निम्नलिखित पर संक्षिप्त टिप्पणी लिखिए:
i) एक पुच्छ और दो पुच्छ परीक्षण
ii) एकैकी और अनकैकी फलन
iii) अतिपरवलय
iv) स्थानिक अल्पिष्ठिक

MEC-203 Assignments Details

University : IGNOU (Indira Gandhi National Open University)
Title :Quantitative Methods
Language(s) : English, Hindi
Code : MEC-203
Degree :
Subject : Economics
Course : Core Courses (CC)
Author : Gullybaba.com Panel
Publisher : Gullybaba Publishing House Pvt. Ltd.

IGNOU MEC-203 (Jul 24 - Jan 25, Jul 23 - Jan 24) - Solved Assignment

Are you looking to download a PDF soft copy of the Solved Assignment MEC-203 – Quantitative Methods Then GullyBaba is the right place for you. We have the Assignment available in Urdu language. This particular Assignment references the syllabus chosen for the subject of English, Hindi, for the Jul 24 - Jan 25, Jul 23 - Jan 24 session. The code for the assignment is MEC-203 and it is often used by students who are enrolled in the IGNOU Solved Assignments, MAEC (New) Degree. Once students have paid for the Assignment, they can Instantly Download to their PC, Laptop or Mobile Devices in soft copy as a PDF format. After studying the contents of this Assignment, students will have a better grasp of the subject and will be able to prepare for their upcoming tests.

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  • 30th April (if Enrolled in the June Exams)
  • 31st October (if Enrolled in the December Exams).

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