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The document is an examination paper for a Biometry course, consisting of multiple-choice questions and sections requiring detailed answers. It covers various statistical concepts, including data analysis, hypothesis testing, and different statistical tests. The exam is structured to assess students' understanding of biometry principles and their application in real-world scenarios.
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VAMPH802 BIOMETRY EXAMINATION 2o18-18 SESSION
|
REG.NO: z |
ENT
cU:3
i
ime: 3 Hours j 2020
Hime:3 Hours i Bater2"* March, 2020
INSTRUCTIONS: Answer“ALL. questions in the Spaces Provided. For multiple choice questions,
ONLY ONE letter corresponding to selected option, i
circle
. SECTION A (3894
No, born glive/Iittor
a
4A A 8 ON Ops AMOI 3 AS OoN OD]
. i977 1978
Am
The chert above presents data on pig mortality recorded.by a far
2007). Use the data to answer questionis 4-4 “ot
mer over.a period of 2 years (Thrustield,
The data can be called.a.time series data
Z6\ Shean end median
because : © | Medianand mode
2. It is @ record of more than one year d. | Demarcation’ -of the’ central limit
itis @ recording of the:same variable‘én | theorem
the same elements overa period of time. 1 None of the above
©. The data is recorded in units of several }
+ months
‘The variable is continuous over time
The shaded portions of the chart indicate
Allof the above
2-| Periods of higher piglet mortality
bij Petiods of lower piglet mortality,
: &-1'Seasonal vatiation in pig mortality
2. The two horizontal lines re the 4.1 Effect of onset of hot mont!
2. Range
&{ Periods of higher parturiti
hs of the year
ion
|
Page 1 of 10 |
|NAME:_
The chart type is often called
# Shewhart chart
b. Margin of error plots |
© Line graph
4d. Demarcated chart
©. Margins of error charts
Scatter diagram is
Aplotoftretdoveriime |
5. Useful when the data is,
Incomplete
/* Useful in determining. whettler two
“variables correlate \
&: Best presentation formultinomfal data
@ Also calle
'd performance charts i
Multinomial experimen
characteristics
{shave the following
te |
Consists of midentical tials, |
4. Each trial results in one’ of ie possible
Outcomes, where k> 2 |
© The trials are independent
d. The _ probabliities
of." the Warious
Outcome’ remain constant for ech trial
* hi All.of the above i
7. -Amictobioidgtst wishes to:comparé'aerobial z
Bacterial ‘counts. of three: different: food. -»
Sources. He obtaindd the counts recardedas
CFU/ml, ‘He realized that thts variable does
's not normally-distributed ahidhé wishes to
determine. whether there, are’ ‘sil
differences using ANOVA, he first ne
2, Determine the mears‘of the threel
26 Calculate the median. 4°.) |
‘AC. Transform the data t6:logio V7
A Remove ‘all outlier values’ and take: the
means :
None of the above
ificant
d to
lcounts,
\
e
'n June 2008, a study reported the data below én the
oxercise habits of Nigerians. Assume that the study
results were true for’the June:2009 population of
Nigerians. Suppose'a recent random safnple of 458
‘Nigerians produced the following’results|
Sxercise
frequency.” |
Number of
people
| Zorfewer! | 3.6r4 days
days a week,
197
IF you are. testing the hypothesis that: the
Current. distribution: of exercise frequency
Aiffers from that of June 2009, In calcylating
the: Expected values for Chi square test
statistic then you will use:
3, £5 (tow total x column total/grand total
E=np
G Eelogye
d.
E=SUM.(0;402+03)/n
@ §(D(0-£)2/6)
8. The hypothesis best suit using:
«Chi square test for independence
S._Chi square goodness of fit tests
© Chi square test for homogeneity
Chi squire test for similarity
© None of the above
10.:The. major Sifferences between the (Chi
‘square tests Include
2. Number of outcomes.
bt ‘Statement of the null hypothesis
se ite,
ds. Values of n
~~
Differences.:-between’ observed" and
expected values
Ai. The’. appropriate’: degree . of freedom
determination’ for’ Chi square test tor
independence
12, Brobability “sampling could involve the
following'except:
‘as Use of table of random numbers |NAME
Classifying the population into strata
Use of a sampling frime
Gi. Giving every element equal ‘chance of
being selected
y Snow-ball sampling
HK 13. when a test has two: rejection reglons in
Goth ends of the curve, it-is said to be:
Binomial test
B.A multinomial test
C. A repetitive test
dv Aright tailed test ate.
CO None of the above u~
14. The following: is true “about the nutt
hypothesis
2, Is similar to the alternate hypothesis
‘when the data fs normally distributed
b._ Ie can only be'a one-tailed hypothesis
[AO Assumes the péputation parameter-to.be:
true-unless-declared false a
Its use results in type.ll error
e,_ Is applicable only to the sample not the
population parameter:
3K 15/In Logistic Regression, the output is usyally
expressed as: f
2. Attributable risk
Correlation coefficient
12 Odds Ratio
d. Relative Risk
ey Logistic coefficient
. Correlation matrix in generated ‘following
"| which of this analysis
a, Partial correlation
b. Logistic regression
Multiple correlation
d. Multiple regression
BR Linear correlation
UY
17. The higher the precision of atest the
3a. Larger the number of samples
b, “The more accurate the: population
estimation
re re
1 Fis. ito,
baa AtLof the above. ©
18. stafidard error is
|-2. Same as standard deviat
|b. Same as variance
j& Ise measure of deviation
lls a
measure of précision
population estimate
he above
|. None
I
19: Poti zorilation volves
Comparing only parts 0
‘compounding variable
|. whole of y
| Comparing only parts of y wit
whole of x
| ce cHolding: constant: the effect of
[i interfering variables
1-4. Simultaneous: determination of sl
|. interacting variables.
1 isolating the effect of the ‘most
|
i
20, Vafiables thet distort the mean due to their
disproportionate magnitude in a data are
called
a, Disproportionate values
.. Interfering values
|-e-Outlier-valuies
[ds Wide'range values ..
ic Non-inclusive values
AB 21. Kebskall-wallis analysis of variance by:canks
istUsed to-compare:
| a. Before and after data
| be> Data with’3 independent means
poe Data with-3.or more independent
| means
Data with 3 or more independent
means that may or may not be
normally distributed
€, Data of non-random variables
22, si fundamental difference between 2-test
Ax The closer the sample nd anf Chi square test in sequence is
population mean
. &._ The Lower the alpha value !
Page3of10 |cir pric
e is used for normally.digtributed all tollege’ textbooks with thelr
2 wile the others not PE between N65O and N1450 5
L2#F One determines ifferencas while 2. 68% .
2 other associ b: 99.7%
c. One is two tailed while the bther is <. 975%
one-tailed &. 50%
d.- One i left tailed while the bther Is e. 95%
righttalled
fe, None ofthe above 1
Rank Correlation compares the
(PO 8 3 non-parametric. | linear
correlation
'. Equivalent to Pearson correlation if
sample is large.
¢. Used for demographic data dniy
27. The average systolic*blood pressure for
| 4000.women who were screened for high
ti hebyshev’s: theorem, find at least what
REG. NO___—$_$_$_
blood pressure was found to be 187 mm Hg
with 2 standard deviation of 22. Using
percentage of women in this group have a
systolic blood pressure between 143 and
231 mm He.
4. Used for binomial date only + : a. 45%
fe. Allof the above | b. 67%"
i 95% ‘
24, The following statements! are trud about d. 75%
the Geometric mean except t e. 84%
2. Is a mean suitable for data following «
Poisson Distribution
b, Best mean: when the data fester
values =
B 28.
c. pplcable when the’ ait does not
folio aormal distribution”
When researchers try to contact members
of a hidden population by finding out wheie
such people. congregate,: the. sampling
“technique they are using is:
233i" Reyinformant sampling <0... 4
4. “Is equivalent’to:thé median of thé data® Abe. Snoww-ball sampling
@. Is:the. At rootof thé product lof the %
numbers in the data, t
25. While Harmonic Mean is” > i
4, "Probability sampling
| e., None of the above
Targeted sampling
a.. The mean of execassively largeinumbers 29;-Ifa teseatcher classifies men and womertas
b. The mean of rates.“ ' eitfier’ owning a car, truck, SUM or
©. The Mean of ratios : motorcycle, what type of test will help
d. The’ reciprocal of “the “sum: bi the determine if pattern of ovmership vary by
numbers in the serles | gende:
FF The nth’ root ofthe: sum “OF ‘the a. Correlation:
reciprocals "| bi: Regression
c.
26. The prices of all collage textbooks ‘blow a
bell-shaped distribution with 2 man of
N1050:and/a'standard’ deviation: cf]N200.
Using'the empirical rule, the percentage of
“Page-a of 10:
Chi square goodness of fit |
A Chi'square test for independence |
a ANOVA :a
20, Ranking is a suitable method in non-
parametric tests becaus
47 The tests use hierarchy
b, The test utilizes confidence interval
c. The tests uses means .
d. The test uses medians
e, The test uses mode
idall Coefficient of concordance is used to i
a. Compare means of parametric data i
», Compare means of non-parametric data
AE Determine agreement of outcomes in
groups
J. Determine asso
jation of parametric
outcornes
None of the above, : 3,
32. When Pearson Correlation Coefficient can i
assume values i
ja, Otot Sead z
Be -Lto+d 4 * | :
¢. Strong correlation. es '
6. Weak correlation |
@, All of the above
PageSof10 |ee REG. NO.,
T
| SECTION B (312%)
41, The summary of norinally distributed CA scores from a
presented as follows:..Mea
under curve in all cases.
Population of 120 Biometry students wes,
56 and standard deviation of 6, Find the following and show the area
< Beg OA ZL
a Percent of scores leis than 56 [5 marks) seu sel
of fa a
b. Atleast 70 (S'marks)
Z 1 56. 10
. 3 i
c., Between g0.and S0(Fimarka) | GG BA
SA r fe
4
2 na abut form, group the following» stat
parame eaulains, {8 marks) es* , ANOVA; Paired Sample T-Test; Mann.
Whitney:U-test} Kruskal-Wallis tes
sample T-test; Wilcoxon Test . Stab Walls test: indepe
ndent
Ce paaee
ptr oe
ae
phe
Pid Suey
26 25 |
BEE | te a | =]
[Srours | aa sas aa ae [oe Fr ws a]
1“
i Whet parametric test'would you use to é
eat seme ‘mean scores between group J and
only a
bebe S :
tet fe
i Mention 3 assumptions made regarding the populations
"
Ee GN oe tae Te Hy bint ey
Te 5 ower oe He pop et
PASTS As a
5 We Ky el Chace name dly hippies
n ~ t
4. Answer the questions below by fling ia the blanks (3 marl) ©
Leo lear boo ot
fa. ‘Total area under curve of normal distribution i
b. The appropriate statistical test
for comparing means between prewaesination and post
g epregeatiyn an
vaccination antibody tre i A fe
“Peoey pry
4 Pearson's coefficient correlation can only assumé value'betweet and
Page 7 of 10,NAME
aa
SECTION c (3124
Girele the mostiappropriate answer on questions 1-6
A large mass of data ean be best
Answer all questions,
& 0 ©
summaries tol by mesh of
a. Range «9
b. -“Ahistogram i 4,711.25
© The frequency table 45 \
4. Standard norma distribution :
fe. None of the above 6 Calculate the geometric mean of the
somple data: 2.8,
2. Class A for biology cass had a standard 2 32 °
deviation of 2.4 on adtandardized test, be 64
‘while ciass’B for biology élast had ©. 16 :
standard deviation of 12 on:the Same War
test. What ean be sald about tse two e.. 81
classes : 7,, The variance of a sample of 81
a. Class A is more homogendul than Observations equals 64. The standard
class 8 deviation of the sample equals
P© Class 8 is less heterogenedus thane a0 ee .
class A i b. 32,
6. Class 8 did ess wlan the test-f ot
than css A 4.39
Class A performed twice aslwell on
(AE None of the above answers is
the test as class B ; correct
€ Allofthe above f..”
fs "SB. calculate Bima Th tie seh of data |
3s Consider.the follging: ditpt 1, oS gato ae
3,3,6,4, the mean and medisn fer this 25M, 12,13, 45:8 8,7,9,10 |
data are 4 apa go |
a 4and3 Piipe a IE Spy tg hays he
b. 4.8 anda % 44 bt Qo 3,7
fc 4and3 Ys, Aya ay, 9
sands eo 36 }
ee 8. Independent variables are Vat, i
+ Adistribution of 7 scores bisa median. Tebreserited'in table by
of 21 if the highest score ineraaces a Row |
point the median will become | i. Hortzontally 4
21 ( ce Left toright of the table
b. 28 § : ere
tig
H €.". None of the above
d. Cannot -bé “determined ‘without ‘
Fe 10 -Alecturer biostatistics asked students
ee : in a class their ages. On the basis of
his Inforination, the lecturer stotes |
‘Hat the average age of all the
x J be
Si: The sample, variance of thé following
“sample of five numbeis 33,3333
4 S }
eevariance
median
& range
YA mode
none of the above
Page 90f0NAME:_ semen tt : 2 REG. NG:
10. Complete this table as it rélates to nypothesis testing
True situation’ : ee
Decision Hos 7 Ho is false
Tue cagt, Creed lease |
Reject Ho" yeh sy fe 1 t fob |
eck idee
AC tH
cnt Sey
indicate the followings: Fo
incorrect decision