Santa Claus and North Pole Inc. currently receive a generous tax credit from the US Government, provided that at least 71% of American children believe in Santa Claus. The IRS is auditing the company, and believes that perhaps fewer than 71% of American children currently believe in Santa Claus (and thus, the company should no longer qualify for the tax credit). The auditor is conducting a hypothesis test at the alpha = 0.01 level of significance to determine whether or not they should qualify for the credit . A. Which would be correct hypotheses for this test ? -h0:p=0.71,h1:p<0.71  -h0:p=0.71,h1:p>0.71

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Santa Claus and North Pole Inc. currently receive a generous tax credit from the US Government, provided that at least 71% of American children believe in Santa Claus. The IRS is auditing the company, and believes that perhaps fewer than 71% of American children currently believe in Santa Claus (and thus, the company should no longer qualify for the tax credit). The auditor is conducting a hypothesis test at the alpha = 0.01 level of significance to determine whether or not they should qualify for the credit .

A. Which would be correct hypotheses for this test ?

-h0:p=0.71,h1:p<0.71 

-h0:p=0.71,h1:p>0.71

B. a random sample of 110 children resulted in 67 that said they currently believe in Santa Claus. Find the test statistic (2 decimal places). 

C. Give the P-value (4 decimal places).

 

 

please only solve part B and C. Please explain steps! 

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