Help me answer these problems : One-way ANOVAProvide the ANOVA Table for each problem. An example ANOVA table is presented below: Instruction:Provide the ANOVA Table for each problem. An example ANOVA table ispresented below:Source of VariationSSdfMSFp-valueBetween GroupsWithin GroupsTotalProblem 3:Problem 4:A pharmaceutical company conducts an experiment to test the effect of anew cholesterol medication. The company selects 15 subjects randomly from alarger population. Each subject is randomly assigned to one of three treatmentEach of the following four columns (stored in columns f1 to f4 of the table)represents instrument recording of some arbitrary property consisting of 6samples. At 0.05 significance level, determine whether there is a significancedifferent among the four recordings.groups. Within each treatment group, subjects receive a different dose of thenew medication. In Group 1, subjects receive 0 mg/day; in Group 2, 50 mg/day3;and in Group 3, 100 mg/day. The treatment levels represent all the levels ofinterest to the experimenter, so this experiment used a fixed-effects model toselect treatment levels for study. After 30 days, doctors measure the cholesterollevel of each subject. The results for all 15 subjects appear in the table below.f1f2f3f4SamplelSample2Sample3Sample4Sample5151523292416252527181617Test at 0.01 level of significance whether there are significant differences among26191626the treatments.22182630Sampleó20251517Group 1, 0 mg Group 2, 50 mg Group 3, 100 mgSubject1Subject2Subject3Subject4Subject5210210180240240210270240210270270210300270240

As per our guidelines, we are allowed to answer first question only. Thanks Q-3 ) Given Data :…

Problem 3: A pharmaceutical company conducts an experiment to test the effect of a new cholesterol medication. The company selects 15 subjects randomly from a larger population. Each subject is randomly assigned to one of three treatment groups. Within each treatment group, subjects receive a different dose of the new medication. In Group 1, subjects receive 0 mg/day; in Group 2, 50 mg/day; and in Group 3, 100 mg/day. The treatment levels represent all the levels of interest to the experimenter, so this experiment used a fixed-effects model to select treatment levels for study. After 30 days, doctors measure the cholesterol level of each subject. The results for all 15 subjects appear in the table below. Test at 0.01 level of significance whether there are significant differences among the treatments. Group 1, 0 mg Group 2, 50 mg Group 3, 100 mg 210 240 Subjectl Subject2 Subject3 Subject4 Subject5 210 180 240 210 270 270 240 270 210 210 240 300 270

Problem 3: A pharmaceutical company conducts an experiment to test the effect of a new cholesterol medication. The company selects 15 subjects randomly from a larger population. Each subject is randomly assigned to one of three treatment groups. Within each treatment group, subjects receive a different dose of the new medication. In Group 1, subjects receive 0 mg/day; in Group 2, 50 mg/day; and in Group 3, 100 mg/day. The treatment levels represent all the levels of interest to the experimenter, so this experiment used a fixed-effects model to select treatment levels for study. After 30 days, doctors measure the cholesterol level of each subject. The results for all 15 subjects appear in the table below. Test at 0.01 level of significance whether there are significant differences among the treatments. Group 1, 0 mg Group 2, 50 mg Group 3, 100 mg 210 240 Subjectl Subject2 Subject3 Subject4 Subject5 210 180 240 210 270 270 240 270 210 210 240 300 270

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter10: Statistics

Section10.6: Summarizing Categorical Data

Problem 10CYU

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