In cell C3, find the average difference (d bar) between the sales amounts (after-before). On the Data
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Question:
In cell C3, find the average difference (d bar) between the sales amounts (after-before). | ||
On the Data sheet, in cells C2:C24, find the difference (after-before). | ||
In cell C5, find the standard deviation for the differences in sales amounts. | ||
In cell C6, find the degrees of freedom for the data. | ||
The human resources department would like to test the claim that the average in sales amounts increased after the training workshop. Is this a one-sided or two-sided test? Choose your answer from the dropdown menu in cell C7. | ||
The null hypothesis is that the average difference in sales amounts (d) is less than or equal to zero. What is the alternative hypothesis? Choose your answer from the dropdown menu in cell C8. | ||
In cell C9, find the value of the test statistic. | ||
In cell C10, find a one-sided critical value for the test of the hypothesis at alpha=0.05. | ||
Sales After the Training Workshop ($) | Sales Before the Training Workshop ($) | Difference (After-Before) |
15,400 | 14,280 | |
14,000 | 13,000 | |
15,520 | 16,440 | |
14,680 | 12,000 | |
15,240 | 13,560 | |
15,520 | 16,300 | |
14,960 | 13,500 | |
15,240 | 12,800 | |
15,520 | 12,520 | |
15,240 | 13,640 | |
14,680 | 13,500 | |
15,300 | 14,800 | |
15,400 | 13,360 | |
14,800 | 13,360 | |
14,500 | 13,080 | |
14,700 | 13,240 | |
11,100 | 13,900 | |
15,100 | 16,880 | |
16,000 | 15,200 | |
16,200 | 16,880 | |
14,300 | 15,200 | |
13,600 | 13,900 | |
14,300 | 15,000 |
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