BECC-102 · December 2024 · English
IGNOU BECC-102 December 2024 Previous Year Question Paper
MATHEMATICAL METHODS IN ECONOMICS-I
Structured previous year question paper for BECC-102, December 2024 session.
Max marks: 100 · Questions: 10 · Sections: 3
Verified: 5 Aug 2026
BACHELOR OF ARTS (HONOURS)
ECONOMICS (BAECH)
Term-End Examination
December, 2024
BECC-102 : MATHEMATICAL METHODS IN
ECONOMICS-I
Time : 3 Hours Maximum Marks : 100
Note: Answer questions from all the Sections as
directed.
Section—A
Note : Answer any two questions from this Section.
2x20=40
Q1.Obtain and solve the difference equation in given Cobweb model : 20 Demand function : Qy, = 22-—3P, Supply function : Q,, =-2+P,_,, where Q is the quantity, P is the price, ¢ is time.
Q2.The demand function for a good is given by the equation P = 50 — 2Q while total cost is given by TC = 160 + 2Q, where Q is the quantity and P is price. Determine :
(a) Output level at which profit is maximised
(0) Maximum profit.
Q3.(a) What is a non-linear difference equation ? How do we linearise it ? What is the need ?
(b) What is the difference between a linear equation and linear function ?
Q4.A monopolist faces a demand function: 6+6+8 where P is price and q is quantity.
(a) Find the expression for Marginal Revenue.
(b) What is elasticity of demand ?
(c) Does the relationship between AR, MR and elasticity hold in this case ?
Section—B
Note:Answer any four questions from this
Section. 4x12=48
Q5.Show the graph of the following is a circle. Also find its centre and radius : 6+6
(a) x? +9? —2x+6y-6=0
(b) 2x7 +2y” -16x -20y-14 =0
Q6.Explain the concepts of an axiom, a proposition and a corollary with the help of example.
Q7.(a) If 7 times the 7th term of an A.P. is equal to 11 times its 11th term, show that the 18th term of the A.P. is zero. 6
(b) Find the 28th term from the end of the
Q8.Given the demand function : (Qp)2s P = 20 — 5x and the supply function : find the consumer surplus and_ producer surplus.
Q9.Explain the fundamental difference equation in the Solow growth model.
Section—C
Note : Answer both questions from this Section.
2x6=12
Q11.Find the values of variable x for which the following functions are not continuous: 2x3=6 x -3x-4 (@y “88-4 x°+3x—-4 4-x? 4x — x)