Question asked:
For this data prepare regression models to predict the elapsed time as a function of number of keywords and interpret the results
Answer :
(1) To fit regression line to predict the elapsed time as a
function of number of keywords:
X | Y | XY | X2 |
1 | 0.75 | 0.75 | 1 |
2 | 0.70 | 1.4 | 4 |
4 | 0.80 | 3.2 | 16 |
8 | 1.28 | 10.24 | 64 |
16 | 1.60 | 25.6 | 256 |
Total = 31 | 5.13 | 41.19 | 341 |
So,
the Regression Line is given by:
(2) Interpretation:
(i) Slope = 0.063. : If the time t increases by 1, the number of keywords increases by 0.063.
(ii) Intercept = 0.065: At the beginning of the query (i.e., at t = 0), the number of keywords = 0.063. This interpretation of the intercept does not make sense in the real world. So, we ignore interpretation of slope in this case.
i need help with this questions se of Exercise 14.4, the analyst measured the elapsed 243...
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144 The designers of a database information system that allows its users to search backward for several days wanted to develop a formula to pre dict the time it would take to search. Actual elapsed time was mea sured for several different values of days. The measured data is shown in Table 144. Prepare a simple regression model for this data to predict elapsed time as a function of the number of days...