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z-Test on the Comparison Between the Population Mean and Sample Mean and t-Test on the Comparison Between the Population Mean and Sample Mean
Typology: Quizzes
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A.Readandunderstandthestatementsbelowandidentifythetermdescribed. Writeyouranswersinyouractivitynotebooks. 1 .Itisaclaiminaresearchthatstatesnodifferencesamongthevariablesisinvolved.-(nullhypothesis) 2 .Itisasetofvaluesthatcouldrejectaclaimofaresearch.-(criticalregion) 3 .Itistheprobabilityofrejectingatruenullhypothesis.-(a) 4 .Itisalsoknownasnon-directionaltest.-(two-tailedtest) 5 .Itisavaluecomputedfromthedataoftheentirepopulationwhichisdonebyaddingallthedataanddividedby thenumberofdata.-(populationmean) 6 .Itisthesquareofapopulationstandarddeviation.-(populationvariance) 7 .Itiscommittedwhenacceptingafalsenullhypothesis.-(TpeIIerror) 8 .Itiscommittedwhenrejectingatruenullhypothesis.-(TypeIerror) 9 .Itisdonetothelevelofsignificancefornon-directionaltest.-(dividedby 2 ) 10 .Itistheconfidencelevelwhenthelevelofsignificanceis 10 %.-( 90 %)
Determinethegivenoftheproblemsbelowandformulatethenulland alternativehypothesisbothinwordsand symbols.Writeyouranswerinyournotebook.Pleasefollowtheformatintheexamples. 1 .AjeepneydriverclaimsthathisaveragemonthlyincomeisPhp 3000. 00 withastandarddeviationofPhp 300. 00 .A sampleof 30 jeepneydriversweresurveyedandfoundthattheiraveragemonthlyincomeisPhp 3500. 00 witha
standarddeviationofPhp 350. 00 .Testthehypothesisat 1 %levelofsignificance. Given:samplesizen= 30 Parameter:populationmeanu= 3000 H 0 :TheaveragemonthlyincomeofajeepneydriverisPhp 3000 .Insymbol,u= 3000. H 1 :TheaveragemonthlyincomeofajeepneydriverisgreaterthanPhp 3000 .Insymbolu> 3000. 2 .AMathematicsteacherinseniorhighschooldevelopedaproblem-solvingtestforrandomlyselected 40 grade 11 students.Thesestudentshadanaveragescoreof 85 andastandarddeviationof 5 .Ifthepopulationhadameanscore of 90 andastandarddeviationof 3 ,use 5 %levelofsignificancetotestthehypothesis. Given:samplesizen= 40 Parameter:populationmeanu= 90 H 0 :Theaveragescoreofstudentsis 90 .Insymbol,u= 90. H 1 :Theaveragescoreofstudentsislessthan 90 .Insymbolu< 90. 3 .Akinderteacherdevelopedacoloringworksheetforherpupils.Usingthisworksheet,thepupils’performancehasa meanscoreof 90 andastandarddeviationof 10 .Fiftykinderpupilsfromacertainbarangaywereaskedtoanswerthe saidworksheetandfoundthattheirmeanscorewas 95 withastandarddeviationof 5 .Testthehypothesisat 1 % significancelevel. Given:samplesizen= 50 Parameter:populationmeanu= 90 H 0 :Themeanscoreofpupil'sperformanceis 90 .Insymbolu= 90. H 1 :Themeanscoreofpupil'sperformanceisgreaterthan 90 .Insymbolu> 90.
Determinethegivenoftheproblemsbelowandformulatethenullandalternativehypothesesbothinwordsand symbols.Writeyouranswerinyournotebook.Pleasefollowtheformatintheexamples. 1 .Ahealthspecialistwantstodeterminetheaveragenumberofhoursapersonexercisesinadayduringthe quarantineperiod.Shefoundoutthatthemeannumberofhoursapersonexercisesinadayduringthequarantine periodis 80 minutes.Arandomsampleof 29 personsweresurveyedandfoundthattheirmeanis 65 minutesanda