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QUESTION A new quality-inspection program is being tested to see if it will reduce the proportion of parts shipped out that aQUESTION 4 A new quality-inspection program is being tested to see if it will reduce the proportion of parts shipped out that

QUESTION A new quality-inspection program is being tested to see if it will reduce the proportion of parts shipped out that are defective. Under the old program, the proportion of defective parts was 0.10. Two hundred parts that passed inspection under the new program were sampled and it was found that the number of defective parts was 17. The new program will be implemented if it is shown that the proportion of defectives is less than 0.10. Test at the 5% significance level to see if the new program will be implemented. What is the value of the sample statistic? Round your answer to 3 decimal places. QUESTION 2 A new quality-inspection program is being tested to see if it will reduce the proportion of parts shipped out that are defective. Under the old program, the proportion of defective pts was 0.10. Twot is shown passed inspef defecti program werethe 5% significance level to see if the new program will be implemented e humber of defective partsS was 17. The new program andi will be implemented the propo What is the value of the hypothesized mean? Round to 2 decimal places. QUESTION 3 A new quality-inspection program is being tested to see if it will reduce the proportion of parts shipped out that are defective. Under the old program, the proportion of defective parts was 0.10. Two hundred parts that passed inspection under the new program were sampled and it was found that the number of defective parts was 17. The new program will be implemented if it is shown that the proportion of defectives is less than 0.10. Test at the 5% significance level to see if the new program will be implemented. Write the null and alternative hypotheses using symbols and values. EE T- T T T T Paragraph 3 (12pt) Arial O f. Mashups T Path: p Words:0
QUESTION 4 A new quality-inspection program is being tested to see if it will reduce the proportion of parts shipped out that are defective. Under the old program, the proportion of defective parts was 0.10. Two hundred parts that passed inspection under the new program were sampled and it was found that the number of defective parts was 17. The new program will be implemented if it shown that the proportion of defectives is less than 0.10. Test at the 5% significance level to see if the new program will be implemented. What is the standard error? A. .085(915) 200 B 17(183) 200 C .1.9) V200 QUESTION 5 A new quality-inspection program is being tested to see if it will reduce the proportion of parts shipped out that are defective. Under the old program, the proportion of defective parts was 0.10. Two hundred parts that passed inspection under the new program were sampled and it was found that the number of defective parts was 17. The new program will be implemented if it less than 0.10. Test at the 5% significance level to see if the new program will be implemented. shown that the proportion of defectives What is the p-value? Round your answer to 3 decimal places QUESTION 6 A new quality-inspection program is being tested to see if it will reduce the proportion of parts shipped out that are defective. Under the old program, the proportion of defective parts was 0.10. Two hundred parts that passed inspection under the new program were sampled and it was found that the number of defective parts was 17. The new program will be implemented if it less than 0.10. Test at the 5% significance level to see if the new program will be implemented. shown that the proportion of defectives What is your conclusion? A. There is evidence to conclude the proportion of defectives is more than 10 % . Implement the new program. B. There is no evidence to conclude the proportion of defectives less than 10%. Do not implement the new program. C. There is evidence to conclude the proportion of defectives is less than 10%. Implement the new program. D.There is no evidence to conclude the proportion of defectives is more than 10%. Do not implement the new program.
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