Answer:
d. If processed further, the company stands to gain $12 for each unit.
Explanation:
To make the decision, we begin by evaluating the costs and profits associated with each option on a per unit basis.
Profit from the unassembled product is calculated as follows:
Profit = 135 - 60 = $75 for each unit
Profit from the assembled product totals:
Profit = 174 - 60 - 27 = $87 for each unit
Thus, the difference in profit stands at 87 - 75 = $12/unit once assembled.
Accordingly, the company should continue processing further, resulting in an added $12 gain for every unit sold.
Hope that helps.
Answer:
Explanation:
(a). By plotting the data on an Excel spreadsheet, the uploaded image below represents our findings
(b) The sample correlation coefficient is calculated using the Excel Correlation function as follows;
Admission Rate (%) 4-Year Graduation Rate (%)
44 73
71 62
29 89
39 86
66 55
28 73
54 63
10 88
26 84
43 77
76 71
67 68
6 86
66 59
81 66
18 88
31 71
9 84
15 86
8 88
17 84
56 62
51 79
54 68
75 50
13 86
40 70
67 68
41 47
68 71
∴ The calculated value of the sample correlation coefficient is = -0.76
This indicates that the two variables exhibit a moderately linear inverse correlation.
Cheers, I hope this is useful.
P(13,2) = 169 Explanation: We need to determine the combinations for left and right shoes, as having a right shoe in blue and a left in red is not the same as a right shoe in red and a left in blue. There are 13 pairs, and she will select one from each pair. Where: n = number of pairs = 13 and r = shoes = 2 (one for each foot). Therefore, P(13,2) = 169.