ng to another question will save this response.

ng to another question will save this response. 25 poi 'n Corporation manufactures computers chips. The machine that is used to make these chips is known to produce not more than 4% defective chips. Whenever the machine produces more ti ve chips, it needs an adjustment. The quality control inspector often selects samples of chips and inspects them for being good or defective. One such random sample of 200 chips taken rece :tion line contained 14 defective chips. At the 5% level of significance, test whether or not the data give sufficient evidence to warrant an adjustment of the machine? . Identify the given information using proper mathematics notations: The sample size, sample proportion and its value from the sample data, and significance level Formulate the null and alternative hypothesis and tell whether a left-, right- or two-tailed test is to be conducted . Assuming the null hypothesis is true, check the requirements and find the mean and standard deviation for the sampling distribution of the sample proportion of defective chips among 200. 4. Determine the critical value and sketch the rejection region. ) 5. Find the test statistics value. p. Make your conclusion and then answer the question in common English. 7. Based on the conclusion in Step 6, what type Of errors could you make? If possible determine the probability of making such an error. r the toolbar, press ALT+FI O (PC) or ALT+FN+FI 0 (Mac). QS v Arial v 14px B I u -S Paragraph 2 o WORDS POWERED E