Annamalai University 2008-2nd Year B.Com " 231 / 620 / 630BUSINESS STATISTICS " Part IV I ( Common with International Banking and Accounting and Finance ) - Question Paper
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Name of the Candidate :
5 14 7 B.Com. DEGREE EXAMINATION, 2008
(SECOND YEAR)
( PART - IV )
(PAPER -1)
231 / 620 / 630. BUSINESS STATISTICS
( Common with B.Com. International Banking and B.Com. Accounting and Finance )
December ] [ Time : 3 Hours
Maximum : 100 Marks
SECTION - A (5x2= 100)
Answer any FIVE questions.
All questions carry equal marks.
1. (a) How is Statistics used in solving certain problems in Commerce ?
(b) Explain the precautionary steps to be taken before making use of secondary data.
2. (a) Explain the different kinds of classifications and give examples.
(b) Draw a suitable diagram for the following data related to the percentage expenditures on various items.
Agriculture and Rural
Development - 12-9 %
Irrigation, etc - 12-5%
Electricity - 27-2 %
Industry and Minerals - 15-4 %
Transport, Communication, etc - 15-9%
Social Services and Others - 16-1 %
3. (a) Write the properties of an ideal average.
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X |
4 |
8 |
12 |
16 |
20 |
24 |
26 |
Y |
15 |
24 |
38 |
51 |
55 |
65 |
80 |
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(olurT06TT |
1985- sb Slfl , 60 (0.) |
H6TT61| |
2002 - eo Slfl , 60 (0.) |
<9- ft <56 <56 ( rr |
3-0 |
20 Kg. |
4-0 |
LDIT 61_| |
1-5 |
40 Kg. |
1-6 |
unsb |
1-0 |
10 Kg. |
1-5 |
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(b) Compute Arithmetic Mean and Geometric Mean for the following frequency distribution.
X |
F |
10 - 14 |
5 |
15 - 19 |
12 |
20 - 24 |
28 |
25 - 29 |
30 |
30 - 34 |
15 |
35 - 39 |
8 |
40-44 |
2 |
4. (a) Define skewness and describe any one method of measuring its coefficient.
(b) Compute Karl Pearsons coefficient of skewness for the distribution.
5. Define correlation between two variables and
compute the Karl Pearsons coefficient of correlation for the data given below.
X |
4-5 |
8-1 |
10-3 |
12-5 |
160 |
20-5 |
21-0 |
24-5 |
Y |
150 |
165 |
184 |
205 |
210 |
225 |
240 |
264 |
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X |
4-5 |
8-1 |
10-3 |
12-5 |
160 |
20-5 |
21-0 |
24-5 |
Y |
150 |
165 |
184 |
205 |
210 |
225 |
240 |
264 |
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below, interpolate y for x =10. | ||||||||||||||||
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7. Explain all the four components of a time
series.
8. From the following data compute price index applying :
(a) Arithmetic mean
and (b) Geometric mean.
Commodity |
Price in 1985 Rs. |
Quantity |
Price in 2002 Rs. |
Sugar |
3-0 |
20 Kg. |
4-0 |
Flour |
1-5 |
40 Kg. |
1-6 |
Milk Powder |
1-0 |
10 Kg. |
1-5 |
9. Define Vital Statistics. Write its uses and describe the methods of obtaining various rates of Vital Statistics.
10. Compute the gross and net reproduction rates from the data given below.
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(5x2= 100)
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eJleunaLULb mrrifpjLb, ssrrrrsB
eu ott ,#1 - 12-9%
LJ IT F 6BT LD, ) S) [T 6U, a lifl 6TJ - 12-5 %
L6l6BTSITrrLb - 27-2 %
(ol ff) IT Lj51 IT) .9613 LD jT) fpj LD ,
6 6cflLD6LI6TTLb - 15-4 %
GurTffieurrff), QswigQigrTLifLi,
) 5 rr 6U, a u51 6tj 15-9 %
sLpa (5611 ld jT) rpj ld ) 5 rr
6U, a u51 6tj - 16-1 %
3. (*h) <90 cflffjrijaj rr it rfl a 0 rfl lli u6rorL|a6iT
Turn over
Attachment: |
Earning: Approval pending. |