A metal company manufactures ball bearings which much be very precise in their diameter. If the...
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A metal company manufactures ball bearings which much be very precise in their diameter. If the average diameter is not 0.5 inches, the manufacturing process must be stopped. Data from a random sample reveal a nearly normal histogram with mean 0.507 and standard error 0.004. (a) What is the test statistic for the hypothesis test? (b) The p-value for the two-sided test is 0.084. Will the 98% confidence interval contain the hypothesized value? , because we the- hypothesis. There is -- evidence that the average diameter of these ball bearings |-- 0.5 inches. 1. DETAILS MY NOTES A metal company manufactures ball bearings which much be very precise in their diameter. If the average diameter is not 0.5 inches, the manufacturing process must be stopped. Data from a random sample reveal a nearly normal histogram with mean 0.507 and standard error 0.004. (a) What is the test statistic for the hypothesis test? (b) The p-value for the two-sided test is 0.084. Will the 98% confidence interval contain the hypothesized value? because we No Yes swer the hypothesis. There is evidence that the average diameter of these ball bearings 0.5 inches. 1. DETAILS MY NOTES A metal company manufactures ball bearings which much be very precise in their diameter. If the average diameter is not 0.5 inches, the manufacturing process must be stopped. Data from a random sample reveal a nearly normal histogram with mean 0.507 and standard error 0.004. (a) What is the test statistic for the hypothesis test? (b) The p-value for the two-sided test is 0.084. Will the 98% confidence interval contain the hypothesized value? hypothesis. There is evidence that the average diameter of these ball bearings 0.5 inches. , because w e reject Submit Answer fail to reject accept DETAILS MY NOTES 1. DETAILS MY NOTES A metal company manufactures ball bearings which much be very precise in their diameter. If the average diameter is not 0.5 inches, the manufacturing process must be stopped. Data from a random sample reveal a nearly normal histogram with mean 0.507 and standard error 0.004. (a) What is the test statistic for the hypothesis test? (b) The p-value for the two-sided test is 0.084. Will the 98% confidence interval contain the hypothesized value? because we Submit Answer th null alternative pothesis. There is evidence that the average diameter of these ball bearings 0.5 inches. 1. DETAILS MY NOTES A metal company manufactures ball bearings which much be very precise in their diameter. If the average diameter is not 0.5 inches, the manufacturing process must be stopped. Data from a random sample reveal a nearly normal histogram with mean 0.507 and standard error 0.004. (a) What is the test statistic for the hypothesis test? (b) The p-value for the two-sided test is 0.084. Will the 98% confidence interval contain the hypothesized value? , because we Submit Answer the hypothesis. There enough not enough idence that the average diameter of these ball bearings 0.5 inches. 1. DETAILS MY NOTES A metal company manufactures ball bearings which much be very precise in their diameter. If the average diameter is not 0.5 inches, the manufacturing process must be stopped. Data from a random sample reveal a nearly normal histogram with mean 0.507 and standard error 0.004. (a) What is the test statistic for the hypothesis test? (b) The p-value for the two-sided test is 0.084. Will the 98% confidence interval contain the hypothesized value? , because we Submit Answer the hypothesis. There is evidence that the average diameter of these ball bearing: --- 5 inches. is is not A metal company manufactures ball bearings which much be very precise in their diameter. If the average diameter is not 0.5 inches, the manufacturing process must be stopped. Data from a random sample reveal a nearly normal histogram with mean 0.507 and standard error 0.004. (a) What is the test statistic for the hypothesis test? (b) The p-value for the two-sided test is 0.084. Will the 98% confidence interval contain the hypothesized value? , because we the- hypothesis. There is -- evidence that the average diameter of these ball bearings |-- 0.5 inches. 1. DETAILS MY NOTES A metal company manufactures ball bearings which much be very precise in their diameter. If the average diameter is not 0.5 inches, the manufacturing process must be stopped. Data from a random sample reveal a nearly normal histogram with mean 0.507 and standard error 0.004. (a) What is the test statistic for the hypothesis test? (b) The p-value for the two-sided test is 0.084. Will the 98% confidence interval contain the hypothesized value? because we No Yes swer the hypothesis. There is evidence that the average diameter of these ball bearings 0.5 inches. 1. DETAILS MY NOTES A metal company manufactures ball bearings which much be very precise in their diameter. If the average diameter is not 0.5 inches, the manufacturing process must be stopped. Data from a random sample reveal a nearly normal histogram with mean 0.507 and standard error 0.004. (a) What is the test statistic for the hypothesis test? (b) The p-value for the two-sided test is 0.084. Will the 98% confidence interval contain the hypothesized value? hypothesis. There is evidence that the average diameter of these ball bearings 0.5 inches. , because w e reject Submit Answer fail to reject accept DETAILS MY NOTES 1. DETAILS MY NOTES A metal company manufactures ball bearings which much be very precise in their diameter. If the average diameter is not 0.5 inches, the manufacturing process must be stopped. Data from a random sample reveal a nearly normal histogram with mean 0.507 and standard error 0.004. (a) What is the test statistic for the hypothesis test? (b) The p-value for the two-sided test is 0.084. Will the 98% confidence interval contain the hypothesized value? because we Submit Answer th null alternative pothesis. There is evidence that the average diameter of these ball bearings 0.5 inches. 1. DETAILS MY NOTES A metal company manufactures ball bearings which much be very precise in their diameter. If the average diameter is not 0.5 inches, the manufacturing process must be stopped. Data from a random sample reveal a nearly normal histogram with mean 0.507 and standard error 0.004. (a) What is the test statistic for the hypothesis test? (b) The p-value for the two-sided test is 0.084. Will the 98% confidence interval contain the hypothesized value? , because we Submit Answer the hypothesis. There enough not enough idence that the average diameter of these ball bearings 0.5 inches. 1. DETAILS MY NOTES A metal company manufactures ball bearings which much be very precise in their diameter. If the average diameter is not 0.5 inches, the manufacturing process must be stopped. Data from a random sample reveal a nearly normal histogram with mean 0.507 and standard error 0.004. (a) What is the test statistic for the hypothesis test? (b) The p-value for the two-sided test is 0.084. Will the 98% confidence interval contain the hypothesized value? , because we Submit Answer the hypothesis. There is evidence that the average diameter of these ball bearing: --- 5 inches. is is not
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