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B.Com In Investment Management SEM I 2019 2020 Nov 2020 INV. MGT QUANTITATIVE TECHNIQUES Question Paper - Mumbai University | munotes

F.Y. INV. MGT. SEM I NOV.19 QUANTITATIVE TECHNIQUES (PD 28 NOV.pdf
SEM I · 2019-2020 · 26 Jan 2026

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Questions asked in this paper

  • 2. Figures to the right indicate maximum marks allotted to the sub-questions
  1. Q1 A] Attempt any eight multiple choice questions: For first year simple interest and compound interest are 8 marks
    • 2. The point at which there is no profit and no loss is called the
    • 3. The median of a given frequency distribution is found graphically with the
    • 4. In case of extreme values the best measure of central
    • a) A.M. b) Median c) Mode d)None of the above For finding correlation between two attributes we consider
    • c) Both a and b
    • d) None of the above
    • 6. Two samples A and B have the same standard deviation but the mean of A is greater than that B the coefficient of variation of A is
    • a) Greater than that of B b) Less than that of B
    • c) Equal to that of B d) None of these f the demand is called inelastic if the price elasticity of demand is ‘ N
    • a) Greater than one b) Zero
    • c) one d) between Zero and One
    • c) Both A and B d) None of the above
    • 9. A statistical measure, calculate for all objects in the population is called as Parameter b) Attribute c) Variable d) None of these
    • 10. A function of the form f(x) = 2x — 3 is called function
    • B] Attempt any seven True or False: 7
    • 1. Two regression lines do not have any common point
    • 2. Demand function is an increasing function
    • 3. Range calculates the difference between two middle observations
    • 4. Increase in frequency of compounding within a year with decrease in maturity amount
    • 5. Correlation coefficient is not affected by change of scale and origin
    • 6. An annuity in which the number of payments are fixed is called certain annuity
    • 7. Standard deviation is equal to the square root of the variance
    • 8. Derivative of constant function is always zero
    • 9. Any finite set of objects selected from a population is called sample. =
    • 10. The difference between extreme values of a class interval is called length of class interval
  2. Q2 A] The following data gives the consumption of electricity. Represent it by Histogram and frequency polygon. [7] the Mean and Mode for following data: [8]
    • C] Draw ‘less than’ curve for the following data. 7
    • D] The distribution of height of 100 children is given below. Find the D, and P37. 8
  3. Q3 A] The following data gives the frequency of divorces of couples in America
    • B] Calculate Karl Pearson’s coefficient of correlation from the following data: 8
    • C] Calculate the quartile deviation and coefficient of quartile deviation for the following data giving the life of 500 tubes. [7]
    • D] Find two regression equations for the following data and hence estimate Y when X=15
  4. Q4 A] The simple interest on Rs.6,000 for 4 years at 10% p.a. is same as interest on Rs.10,000 for a number of years at 8% p.a. Find the number of years. [7]
    • B] A company decides to set up a small production plant for manufacturing shoes. The fixed cost for the set-up is Rs. 9 lakhs. The variable cost per pair of shoes is Rs. 300. Each pair of shoes is sold at Rs. 750. Find the total function, total revenue function, the profit function and
    • C] A TV set is purchased for Rs.25,00 down payment and 4 equal instalment of Rs.20,000 at the end of each of the next 4 years. If the compound interest charged is at 12% p.a., Find the present cash price of the TV set. [7]
    • D] The cost function is given by C = 3x? + 5x? + 4. Find the average cost, the marginal cost and average marginal cost when x = 4. [8]
  5. Q5 A] What are the requisites of a good measure of dispersion? 7 marks
    • B] Define the annuity and explain types of annuity. 8
  6. Q5 Write short note on any three: 15 marks
    • i) Primary data
    • ii) Merits & Demerits of Median
    • iii) EMI
    • iv) Types of function
    • v) Properties of regression

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