Total No. of
Questions: 07
Paper
ID [C0167]
MBA/MBA
(Sem.-1st)
QUANTITATIVE
TECHNIQUES (MB-104)
Subject Code: MB-104 (2009 to 2011
Batch)
Time: 3 Hrs. Max.
Marks: 60
Instruction to Candidates:
1.
Section-A is
Compulsory.
2.
Attempt any Four
questions from Section-B.
SECTION-A
1.
Write briefly:
(a)
Define Identity Matrix.
(b)
If roots a, b of the equation x2-px+16=0
satisfy the relation a2+b2=9, then find the value of p.
(c)
Differentiate Descriptive and
Inferential Statistics.
(d)
What is Standard Error? Explain its
significance.
(e)
Define Mutually Exclusive Events.
(f)
Define Deseasonalization.
(g)
Define Consumer Price Index.
(h)
Explain Factor Reversal test.
(i)
Under what situation two regression
lines coincide.
(j)
Differentiate between null and alternate
hypothesis.
SECTION-B
2.
(a)
Illustrate by giving an example the
difference between Binomial and Poisson distribution.
(b)
A company controls about 10% of cookie
market. Suppose 20 purchasers of cookies are selected randomly from the
population, what is the probability that four purchasers choose cookies?
3.
(a)
Discuss the importance of central tendency and function it serves in
statistics. Explain various measures of central tendency and illustrate which
is the best measure.
(b)
Compute the mean, mode, variance and standard deviation on the following sample
data:
Class Interval
|
10
Under
15
|
15
Under
20
|
20
Under
25
|
25
Under
30
|
30
Under
35
|
35
Under
40
|
40
Under
45
|
40
Under
45
|
Frequency
|
6
|
22
|
35
|
29
|
16
|
8
|
4
|
2
|
4.
(a) What is meant by
correlation? Explain the types of correlation by discussion their
characteristics and applicability.
(b) What is regression
analysis? Discuss its role in business by emphasizing on the functions of
regression.
5. Describe various
methods of sampling by giving suitable examples.
6. Computer Laspeyres
price index and Paasche price index for 2006 using 2005 as base year.
2005
|
Price
|
6.70
|
1.35
|
5.10
|
4.50
|
11.95
|
7.90
|
|
Quantity
|
150
|
60
|
8
|
25
|
6
|
4
|
2006
|
Price
|
6.95
|
1.45
|
6.25
|
4.95
|
13.20
|
9.00
|
|
Quantity
|
135
|
65
|
12
|
30
|
8
|
2
|
7. GMAT scores are used
by graduate schools of business as an entrance requirement. Suppose in a recent year the mean GMAT score
was 494 and the standard deviation was about 100. Assuming scores to be normally distributed
what is the probability that the score is
(a) Between 600 and
mean
(b) Greater than 700
(c) At the most 550
(d) Between 300 and 600
(e) Between 350 and 450
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