10 96 11 51 16 62 9 58 7 89 15 81 16 46 VISea00en ti,af10 51attgia saint o 200lsv isnit sii bnuoR sish ant 10 noltsu ps noiega1 sif enimeis nlog ebsip 1iort ineaeigat cisb phiwollol snT.belaolae...

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10 96<br>11 51<br>16 62<br>9 58<br>7 89<br>15 81<br>16 46<br>VISea00en ti,af10 51attgia saint o 200lsv isnit sii bnuoR sish ant 10 noltsu ps noiega1 sif enimeis<br>nlog ebsip 1iort ineaeigat cisb phiwollol snT.belaolae yimobnsi enow msiD0ng oisu bsig s nl atnebute naT (S<br>T59 o to bne er is A90 Hedt zuaav (X) YBy sr lo gnlaniged sd ts (3A98) 2epa1svs<br>A hypothesis test is to be performed. Determine the null and alternative hypotheses.<br>6) The mean credit card debt among households in one state is $ 8400. A hypothesis test is to be performed to decide<br>whether the mean credit card debt for households in the formerly affluent tow n of Rich- No-More differs from<br>the mean credit card debt for the state.<br>8.<br>8.0<br>8.B<br>8.9<br>Determine the critical value(s) for a one-mean z-test.<br>7) Find the critical value(s) for a two-tailed test with a = 0.02 and draw a graph that illustrates your answer.<br>280olg Ismioseb tuot ol 1owaens tuoy bouo8,noiteninssb le maioilooo at otugmo0<br>ont S.801 el aSTBupe lo mua Istol er isnt bnuot ei l einiog steb to tas s 101 bealsido al nosepe noldos1get A (8<br>ABai assupa lo mue 1011s erl bas BAi ee<br>

Extracted text: 10 96 11 51 16 62 9 58 7 89 15 81 16 46 VISea00en ti,af10 51attgia saint o 200lsv isnit sii bnuoR sish ant 10 noltsu ps noiega1 sif enimeis nlog ebsip 1iort ineaeigat cisb phiwollol snT.belaolae yimobnsi enow msiD0ng oisu bsig s nl atnebute naT (S T59 o to bne er is A90 Hedt zuaav (X) YBy sr lo gnlaniged sd ts (3A98) 2epa1svs A hypothesis test is to be performed. Determine the null and alternative hypotheses. 6) The mean credit card debt among households in one state is $ 8400. A hypothesis test is to be performed to decide whether the mean credit card debt for households in the formerly affluent tow n of Rich- No-More differs from the mean credit card debt for the state. 8. 8.0 8.B 8.9 Determine the critical value(s) for a one-mean z-test. 7) Find the critical value(s) for a two-tailed test with a = 0.02 and draw a graph that illustrates your answer. 280olg Ismioseb tuot ol 1owaens tuoy bouo8,noiteninssb le maioilooo at otugmo0 ont S.801 el aSTBupe lo mua Istol er isnt bnuot ei l einiog steb to tas s 101 bealsido al nosepe noldos1get A (8 ABai assupa lo mue 1011s erl bas BAi ee

Jun 08, 2022
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