MEC 203 Solved Assignment 2023-24
MEC 203 Solved Assignment 2023-24
QUANTITATIVE METHODS
MEC 203 Solved
Assignment 2023: MEC 203 Solved Assignment 2023 MEC 203 Assignment 2023-24 All
IGNOU Assignment a vailable at our website. IGNOU University always being in
picture due to its IGNOU Assignment Date Extended. In this post Student will
Get MEC 203 Solved Assignment 2023.
University: IGNOU |
Course: QUANTITATIVE METHODS |
Language: ENGLISH |
Semester: 2023 |
Course: QUANTITATIVE METHODS |
Session: 2023 |
Short Name: MEC 203 |
Assignment Code: MEC 203/TMA/2022-23 |
Max. Marks: 100
Section A
Q1. 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.
Q2. With respect to
the applications of dynamic optimisation, explain the optimal rate of
extraction of exhaustible resources by monopoly.
Section B
Q3. What is a
discontinuous function? Discuss the two types of discontinuous functions along
with their diagrams.
Q4. Explain the
concept of a stationary point and inflexion point. Is a stationary point always
a point of inflexion? Why or why not?
Q5. What do you
understand by the term ‘joint distribution’ and ‘marginal distribution’?
Discuss with the help of an example.
Q6. What is a sample?
Explain with the help of an example. Discuss any two types of sampling
techniques.
Q7) 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
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MEC 203 Solved
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IGNOU M.A. (ECONOMICS) Solved Assignment
IGNOU MEC Solved
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