Probability, AUC, and Excel Linest Function :Mastering Data Analysis in Excel (Excel to MySQL: Analytic Techniques for Business Specialization) Answers 2025
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Question 1
Approximate probability a new outcome falls in bin 1 ([-3,-1)):
✔️ 4%
❌ .4
❌ 5
❌ 5%
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Question 2
Skewness of Uniform[47, 51.5]:
✔️ 0
❌ 2.17
❌ 1.69
❌ 49.25
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Question 3
Entropy of Uniform[-12, 20] (in bits):
✔️ 5 bits
❌ 6 bits
❌ 4 bits
❌ 3 bits
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Question 4
Gaussian mean=3, sd=4. Value f(3.5):
✔️ 0.099
❌ 4.05
❌ .352
❌ .550
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Question 5
Gaussian CDF at x = 7 (mean=3, sd=4):
✔️ 0.841
❌ .960
❌ .060
❌ 1.00
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Question 6
If modification factor changes from -1 to -2, change in AUC:
✔️ The area increases
❌ No change
❌ The area decreases
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Question 7
Threshold (row 10) that gives lowest cost per event after change:
✔️ 1.3
❌ .9
❌ 3.5
❌ .45
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Question 8
Model AUC .91 on 200, AUC .5 on 5000 → most likely:
✔️ The model overfit the training set data and will need to be improved to work better on the new data.
❌ The original model identified signal as noise and has no predictive value on new data.
❌ The original model is expected to perform worse on test set data and is functioning acceptably.
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Question 9
Which statement is FALSE about adding age-in-months x(7) when beta(1)=0.4 for age in years?
✔️ If the x(1) data are removed, the new beta(7) on the new x(7) data will be 0.4. (This is FALSE.)
❌ Using Excel linest, and including x(1) and x(7) data, the new beta(7) on the age in months will be 0.
❌ If the x(1) data are removed, the new beta(7) on the new x(7) data will be .033
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Question 10
Correlation R for the regression shown in the example:
✔️ 0.606
❌ 0.367
❌ 0.778 or -0.778
🧾 Summary Table
| Q No. | Correct Answer |
|---|---|
| 1 | 4% |
| 2 | 0 |
| 3 | 5 bits |
| 4 | 0.099 |
| 5 | 0.841 |
| 6 | The area increases |
| 7 | 1.3 |
| 8 | Model overfit the training set |
| 9 | Statement: “If x1 removed, beta7 = 0.4” — FALSE |
| 10 | 0.606 |