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A survey found that Massachusetts residents spent an average of $861.52 on the lottery, more than three times the U.S. average. A researcher at a

A survey found that Massachusetts residents spent an average of $861.52 on the lottery, more than three times the U.S. average. A researcher at a Boston think tank believes that Massachusetts residents spend less than this amount. He surveys 100 Massachusetts residents and asks them about their annual expenditures on the lottery. (You may find it useful to reference the t table.)

a.Specify the competing hypotheses to test the researcher's claim.

multiple choice 1

  • H0:= 861.52;HA: 861.52
  • H0: 861.52;HA:< 861.52
  • H0: 861.52;HA:> 861.52

b-1.Calculate the value of the test statistic.(Negative value should be indicated by a minus sign. Round final answer to 3 decimal places.) b-2.Find thep-value. multiple choice 2

  • p-value < 0.01
  • 0.01p-value < 0.025
  • 0.025p-value < 0.05
  • 0.05p-value < 0.10
  • p-value0.10

c.At = 0.10, what is the conclusion? multiple choice 3

  • RejectH0; there is insufficient evidence to state that the average Massachusetts resident spent less than $861.52 on the lottery.
  • RejectH0; there is sufficient evidence to state that the average Massachusetts resident spent less than $861.52 on the lottery.
  • Do not rejectH0; there is sufficient evidence to state that the average Massachusetts resident spent less than $861.52 on the lottery.
  • Do not rejectH0; there is insufficient evidence to state that the average Massachusetts resident spent less than $861.52 on the lottery.

Lottery
785
589
910
1114
1100
1196
414
796
1050
642
698
516
481
657
695
416
745
783
883
769
796
784
1113
816
787
729
1259
1019
1321
700
1181
530
958
1013
1238
828
740
991
764
986
544
690
546
756
860
877
803
1287
504
696
349
1147
609
722
1009
953
1023
974
582
644
988
936
646
804
890
965
882
690
1212
956
855
1028
1047
713
669
1082
613
517
970
970
1279
1134
1109
885
853
944
846
654
501
1013
932
980
904
640
1102
786
690
690
770
690

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