- Type
- Final term past paper
- Course
- BIO401 Biostatistics
- Size
- PDF 621 KB
- Updated
- 23 Oct 2026
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Text from pages 1, 2, 3 of 28. Download the file for all 28 pages.
- Nametwotypesofstatistics...........
Discriptive inferential
- NametwotypesofDiscriptivestatistics........... Graphicalmeasure
Numericalmeasure
- NametwotypesofNumericalmeasure...... Frequencydistribution
Summarymeasure
- Nametwotypesofsummarymeasure....... Measureofcentraltendancy
- NamethreetypesofMeasureoftendency......
Mean Median Mode
- Theextenttowhichtheobservationinthedatasetarespread awayfromthecentralvalueiscalled..........
- ..............arethemethodthatconveyinformationregardingthe amountofvariabilitypresentinthesetofdata.
- Variation, Spread,and Scatterarethetermused ................with
Synonymusly
- PPOistheabrivationof.........
PolyphenolicOxidase
- YPCistheabrivationof............
YellowPigmentContent
Q11. Howmanytypesofmeasureofdispersion?
Two
- Nametwotypesofmeasureofdispersion..... Relativemeasureofdispersion Absolutemeasureofdispersion
- Measureswhichareexpressedintermofsameunitasoriginal dataaretermedas.............
Absolutemeasureofdispersion
- Measureswhichareexpressedintermofratiosand%ageare termedas.........
Relativemeasureofdispersion
- Absolutemeasureofdispersioncanconvertedintorelative measureofdisperssionbut relativemeasureofdispersion cannotbeconvertedintoabosolutemeasureofdispersion
Q15. Whichofthefollowingisnotthetypeofabsolutemeasureof
b)Quartiledeviation c)Mean d)Meanabsolutedeviation e)Standarddeviationandvariance
- Thedifferenceb/wminimumandmaximumvalueinthedata iscalled........
Range
Q17. ..............isthehalfdifferenceb/wupperquartileandlower quartile?
Quartiledeviation(Q.D)
Q18. Formulaformeasuringthelowerquartile?
Q1. 19)Formulaformeasuringtheupperquartile?
Q3. 20)Formulaforquartiledeviation? Q.D=Interquartilerange/2
=Q3-Q1/2
- IQRistheabrivationof........
Interquartilerange
- ...............oftheabsolutedeviationmeasuredeitherfrommean ormedian.
Arithmeticmean
- .........isdefineasthemeanofthesquareddeviationofthe observationfromthiermean.
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