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| Title Name | IGNOU MEC 101 SOLVED ASSIGNMENT HINDI |
|---|---|
| Type | Soft Copy (E-Assignment) .pdf |
| University | IGNOU |
| Degree | MASTER DEGREE PROGRAMMES |
| Course Code | MEC |
| Course Name | Master of Arts in Economics |
| Subject Code | MEC 101 |
| Subject Name | Microeconomic Analysis |
| Year | 2025 2026 |
| Session | |
| Language | English Medium |
| Assignment Code | MEC-101/Assignmentt-1//2025-26 |
| Product Description | Assignment of MEC (Master of Arts in Economics) 2025-26. Latest MEC 101 2025-26 Solved Assignment Solutions |
| Last Date of IGNOU Assignment Submission | Last Date of Submission of IGNOU MEC-101 (MEC) 2025-26 Assignment is for January 2026 Session: 30th September, 2026 (for December 2025 Term End Exam). Semester Wise January 2025 Session: 30th March, 2026 (for June 2026 Term End Exam). July 2025 Session: 30th September, 2025 (for December 2025 Term End Exam). |
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Ques 1.
. a. Consider a pure-exchange economy of two individuals (A and B) and two goods (X and Y) Individual A is endowed with 5 units of good X and 3 units of good Y, while individual B with 3 and 4 units of goods X and Y respectively. Assuming utility functions of individuals A and B to be UA=XAYA^2 and UB=XBYB where Xi and Yi for i= {A, B} represent individual i's consumption of good X and Y respectively, what will be the set of Pareto optimal allocation in this economy?
Ques 2.
Determine the conditions that need to be fulfilled by an allocation to be termed as Pareto efficient allocation.
Ques 3.
Consider a Cobb-Douglas utility function
U (X, Y) = X^1/2 Y^1/2
Where X and y are the two goods that a consumer consumes at per unit prices of Px and Py respectively. Assuming the income of the consumer to be ₹M, determine:
Ques 4.
Marshallian demand function for goods X and Y.
Ques 5.
Indirect utility function for such a consumer.
Ques 6.
The maximum utility attained by the consumer where Px= ₹ 5, Py= ₹ 5 and M= ₹ 5000.
d. Derive Roy’s identity.
Ques 7.
If U (X₁, X₂) = 10x₁⁰³ x₂⁰⁷, M=200, p₁=5 and p₂=2, set up the lagrange function and derive the simplest form of
Ques 8.
Distinguish between Strategic (or Normal Form) and Extensive Form Games.
Ques 9.
Solve the following game using iterated elimination of strictly dominated strategies.
Ques 10.
I can help with that! Here's the text from the image, formatted as closely as possible:
Ques 11.
Solve the following game using iterated elimination of strictly dominated strategies:
Ques 12.
एक विशुद्ध विनिमय अर्थव्यवस्था में दो व्यक्ति (A और B) तथा दो ही वस्तुएँ (X और Y) हैं। प्रारंभ में व्यक्ति A के पास वस्तु X की 5 इकाइयाँ तथा वस्तु Y की 3 इकाइयाँ हैं, जबकि व्यक्ति B के पास वस्तु X और Y की क्रमश: 3 और 4 इकाइयाँ हैं। मान लीजिए कि व्यक्ति A और B के उपयोगिता फलन UA=XAYA² तथा UB=XB² YB हैं, जहाँ Xi और Yi, क्रमश: i={A, B} द्वारा व्यक्ति A और B के X और Y के उपभोग (i) दर्शाए गए हैं। इस अर्थव्यवस्था में पेरेटो अभीष्ट आबंटन का समूह क्या होगा?
Ques 13.
उन शर्तों का निर्धारण कीजिए जिनके अधीन किसी आबंटन को पैरेटो अभीष्ट कहा जा सकता है।
Ques 14.
निम्नलिखित कॉब-डगलस उपयोगिता फलन पर विचार कीजिए:
U (x,y) = X^(1/2) Y^(1/2)
जहाँ X और Y दो वस्तुएँ हैं जिनका उपभोग उपभोक्ता क्रमशः Px और Py की प्रति इकाई कीमतों पर करता है। उपभोक्ता की आय ₹ M मानते हुए, निर्धारित कीजिए:
(क) वस्तुओं x और y के लिए मार्शलिय माँग फलन
(ख) उपभोक्ता का अप्रत्यक्ष उपयोगिता फलन
(ग) उपभोक्ता द्वारा प्राप्त अधिकतम उपयोगिता जहाँ Px = ₹5, Py = ₹5 और M=₹5000 है।
(घ) रॉय की सर्वसमिका (Identity) की व्युत्पत्ति कीजिए।
Ques 15.
लागू नहीं होती।
यदि U (X!, Xz) = 10x₁⁰.³ x₂⁰.⁷, M=200, p₁=5 और p₂=2 तो लैग्रेंज फंक्शन सेट करें और
का सरलतम रूप प्राप्त करें।
Ques 16.
| खिलाड़ी 2 | |||
|---|---|---|---|
| बाएँ | मध्य | ||
| खिलाड़ी 1 | ऊपर | (1,0) | (1,2) |
| नीचे | (0,3) | (0,1) |
Ques 17.
| परिणाम (Outcome) | संभावनाएँ (Probabilities) |
|---|---|
| Rs 10 | 0.3 |
| Rs 30 | 0.7 |
खिलाड़ियों के पैसे के परिणामों के लिए उपयोगिता कार्य निम्नानुसार है:
खिलाड़ी 1:
खिलाड़ी 2:
इन दोनों खिलाड़ियों को आपके द्वारा दी जाने वाली राशि में अंतर निर्धारित करें।
Ques 18.
अतिरिक्त क्षमता क्या है और यह किस प्रकार से एकाधिकारी स्पर्धा प्रतिमान से संबंधित रहती है?
Ques 19.
मांग और आपूर्ति फलन क्रमशः P-25-X2 तथा P=2X+1 हैं, उपभोक्ता तथा उत्पादक के अतिरेक आंकलित कीजिए।
Ques 20.
मुआवजा मांग वक्र (Compensated Demand Curve)
Ques 21.
सजातीय एवं समस्थित उत्पादन फलन
Ques 22.
जोखिम विरतिका ऐरो-प्रैट मापक
Ques 23.
संयोजनकारी एवं वियोजनकारी साम्यावस्थाएँ
Ques 24.
. a. Consider a pure-exchange economy of two individuals (A and B) and two goods (X and Y) Individual A is endowed with 5 units of good X and 3 units of good Y, while individual B with 3 and 4 units of goods X and Y respectively. Assuming utility functions of individuals A and B to be UA=XAYA^2 and UB=XBYB where Xi and Yi for i= {A, B} represent individual i's consumption of good X and Y respectively, what will be the set of Pareto optimal allocation in this economy?
Ques 25.
Determine the conditions that need to be fulfilled by an allocation to be termed as Pareto efficient allocation.
Ques 26.
Consider a Cobb-Douglas utility function
U (X, Y) = X^1/2 Y^1/2
Where X and y are the two goods that a consumer consumes at per unit prices of Px and Py respectively. Assuming the income of the consumer to be ₹M, determine:
Ques 27.
Marshallian demand function for goods X and Y.
Ques 28.
Indirect utility function for such a consumer.
Ques 29.
The maximum utility attained by the consumer where Px= ₹ 5, Py= ₹ 5 and M= ₹ 5000.
d. Derive Roy’s identity.
Ques 30.
If U (X₁, X₂) = 10x₁⁰³ x₂⁰⁷, M=200, p₁=5 and p₂=2, set up the lagrange function and derive the simplest form of
Ques 31.
Distinguish between Strategic (or Normal Form) and Extensive Form Games.
Ques 32.
Solve the following game using iterated elimination of strictly dominated strategies.
Ques 33.
I can help with that! Here's the text from the image, formatted as closely as possible:
Ques 34.
Solve the following game using iterated elimination of strictly dominated strategies:
Ques 35.
एक विशुद्ध विनिमय अर्थव्यवस्था में दो व्यक्ति (A और B) तथा दो ही वस्तुएँ (X और Y) हैं। प्रारंभ में व्यक्ति A के पास वस्तु X की 5 इकाइयाँ तथा वस्तु Y की 3 इकाइयाँ हैं, जबकि व्यक्ति B के पास वस्तु X और Y की क्रमश: 3 और 4 इकाइयाँ हैं। मान लीजिए कि व्यक्ति A और B के उपयोगिता फलन UA=XAYA² तथा UB=XB² YB हैं, जहाँ Xi और Yi, क्रमश: i={A, B} द्वारा व्यक्ति A और B के X और Y के उपभोग (i) दर्शाए गए हैं। इस अर्थव्यवस्था में पेरेटो अभीष्ट आबंटन का समूह क्या होगा?
Ques 36.
उन शर्तों का निर्धारण कीजिए जिनके अधीन किसी आबंटन को पैरेटो अभीष्ट कहा जा सकता है।
Ques 37.
निम्नलिखित कॉब-डगलस उपयोगिता फलन पर विचार कीजिए:
U (x,y) = X^(1/2) Y^(1/2)
जहाँ X और Y दो वस्तुएँ हैं जिनका उपभोग उपभोक्ता क्रमशः Px और Py की प्रति इकाई कीमतों पर करता है। उपभोक्ता की आय ₹ M मानते हुए, निर्धारित कीजिए:
(क) वस्तुओं x और y के लिए मार्शलिय माँग फलन
(ख) उपभोक्ता का अप्रत्यक्ष उपयोगिता फलन
(ग) उपभोक्ता द्वारा प्राप्त अधिकतम उपयोगिता जहाँ Px = ₹5, Py = ₹5 और M=₹5000 है।
(घ) रॉय की सर्वसमिका (Identity) की व्युत्पत्ति कीजिए।
Ques 38.
लागू नहीं होती।
यदि U (X!, Xz) = 10x₁⁰.³ x₂⁰.⁷, M=200, p₁=5 और p₂=2 तो लैग्रेंज फंक्शन सेट करें और
का सरलतम रूप प्राप्त करें।
Ques 39.
| खिलाड़ी 2 | |||
|---|---|---|---|
| बाएँ | मध्य | ||
| खिलाड़ी 1 | ऊपर | (1,0) | (1,2) |
| नीचे | (0,3) | (0,1) |
Ques 40.
| परिणाम (Outcome) | संभावनाएँ (Probabilities) |
|---|---|
| Rs 10 | 0.3 |
| Rs 30 | 0.7 |
खिलाड़ियों के पैसे के परिणामों के लिए उपयोगिता कार्य निम्नानुसार है:
खिलाड़ी 1:
खिलाड़ी 2:
इन दोनों खिलाड़ियों को आपके द्वारा दी जाने वाली राशि में अंतर निर्धारित करें।
Ques 41.
अतिरिक्त क्षमता क्या है और यह किस प्रकार से एकाधिकारी स्पर्धा प्रतिमान से संबंधित रहती है?
Ques 42.
मांग और आपूर्ति फलन क्रमशः P-25-X2 तथा P=2X+1 हैं, उपभोक्ता तथा उत्पादक के अतिरेक आंकलित कीजिए।
Ques 43.
मुआवजा मांग वक्र (Compensated Demand Curve)
Ques 44.
सजातीय एवं समस्थित उत्पादन फलन
Ques 45.
जोखिम विरतिका ऐरो-प्रैट मापक
Ques 46.
संयोजनकारी एवं वियोजनकारी साम्यावस्थाएँ
Ques 47.
. a. Consider a pure-exchange economy of two individuals (A and B) and two goods (X and Y) Individual A is endowed with 5 units of good X and 3 units of good Y, while individual B with 3 and 4 units of goods X and Y respectively. Assuming utility functions of individuals A and B to be UA=XAYA^2 and UB=XBYB where Xi and Yi for i= {A, B} represent individual i's consumption of good X and Y respectively, what will be the set of Pareto optimal allocation in this economy?
Ques 48.
Determine the conditions that need to be fulfilled by an allocation to be termed as Pareto efficient allocation.
Ques 49.
Consider a Cobb-Douglas utility function
U (X, Y) = X^1/2 Y^1/2
Where X and y are the two goods that a consumer consumes at per unit prices of Px and Py respectively. Assuming the income of the consumer to be ₹M, determine:
Ques 50.
Marshallian demand function for goods X and Y.
Ques 51.
Indirect utility function for such a consumer.
Ques 52.
The maximum utility attained by the consumer where Px= ₹ 5, Py= ₹ 5 and M= ₹ 5000.
d. Derive Roy’s identity.
Ques 53.
If U (X₁, X₂) = 10x₁⁰³ x₂⁰⁷, M=200, p₁=5 and p₂=2, set up the lagrange function and derive the simplest form of
Ques 54.
Distinguish between Strategic (or Normal Form) and Extensive Form Games.
Ques 55.
Solve the following game using iterated elimination of strictly dominated strategies.
Ques 56.
I can help with that! Here's the text from the image, formatted as closely as possible:
Ques 57.
Solve the following game using iterated elimination of strictly dominated strategies:
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| Course Name | Master of Arts in Economics |
| Course Code | MEC |
| Programm | MASTER DEGREE PROGRAMMES Courses |
| Language | English |
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