MBA816 Past Questions April 2019 (NOUN)

NATIONAL OPEN UNIVERSITY OF NIGERIA

PLOT 91, CADASTRAL ZONE, NNAMDI AZIKIWE EXPRESS WAY, JABI – ABUJA

FACULTY OF MANAGEMENT SCIENCES

DEPARTMENT OF BUSINESS ADMINISTRATION

                 2019_1 EXAMINATION

COURSE CODE: MBA816                                                 CREDIT UNIT: 3                

COURSE TITLE: QUANTITATIVE METHODS FOR MANAGEMENT

TIME ALLOWED: 21/2HRS

INSTRUCTIONS:

  1. Attempt Question One (1) and any other three (3) questions
  2. Question 1 carries 25 marks, while the other questions carry 15 marks each.
  3. Present all points in coherent and orderly manner

 

1a. Discuss the following:

  1. Natural numbers. (3 marks)
  2. Whole numbers (3 marks)

iii. Integers                  (3 marks)

  1. Rational numbers (3 marks)
  2. Irrational numbers (3 marks)

 

  1. Change 86 to base 2. (6 marks)
  2. Evaluate the following:

(i) – 20 – (- 24)    (2 marks)

(ii) – 13 – 16   (2 marks)

2a. List and discuss three basic types of fraction in mathematical analysis.    (10 marks)

  1. Simplify the following: 5yy (5 marks)

6     3

 

3a. Solve the equation

  1. X⁴ x   X⁷      (3 marks)
  2. 4³ x 4² (3 marks)
  • 3c³e² ÷ 2c²e²       (3 marks)
  1. Discuss inverse variation (6 marks)

 

4a. Discuss geometric progression    (5 marks)

 

  1. Find the solution to simultaneous equation by substitution:

The demand for bread in market x and y is given as follows

3x – 4y = 19 ……..(1)      (5 marks)

x – 2y = 5 …….(2)       (5 marks)

 

5a. Explain the basic concept of descriptive and inferential statistics.   (5 marks)

  1. Discuss inductive, deductive and correlation statistics. (10 marks)

 

  1. Given the income distribution of a sample of 50 customers as follows:

Income            Number of

(N’000s)          Subscriber

20 – 30                      20

31 – 41                     15

42 – 52                     10

53 – 63                       5

(i) Compute the arithmetic mean of the incomes     (6 marks)

(ii) Compute the Median income      (9 marks)

 

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