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If we go from S to T, the distance between the points is dst = [(xt xs)2 + ( yt ys)2]1/2 If we go from T to S, the distance is dts = [(xs xt)2 + ( ys yt)2]1/2

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considering additional project attributes, in order to allow some of the first set of analogs to be eliminated, or of working with multiple project analogs If the latter choice is made, the estimator might decide to use the averages of the analogs project work effort and duration as the estimate values Care must be taken with such an approach, however If a small number of analogs display a wide variation in project work effort or duration values, then the estimating by comparison technique that also works with averages but considers a larger number of projects when determining those averages, may be a preferable approach 3 Estimate the project work effort and duration for the target project from the analog project s actual values It is often necessary to adjust the analog s values to account for any remaining differences between the target and the analog such as a variation in functional size

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Figure 10-1 Illustration for Question and Answer 1-8 It doesn t matter which way we go when we want to determine the straight-line distance between two points Therefore, dst = dts

Click the Home tab to display the Home ribbon in PowerPivot In the Reports group of the Home ribbon, click PivotTable followed by PivotTable in the dropdown menu the menu is shown in Figure 2-30 In the Create PivotTable dialog (Figure 2-31), either accept New Worksheet (the default) or choose Existing Worksheet You are switched out of the PowerPivot window back into the original Excel workbook, and an empty pivot table is displayed in an Excel worksheet You can view the underlying connection by

Question 1-8

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Because estimating using analogy bases its estimates upon one or a small number of project analogs, it is more susceptible to errors resulting from selecting invalid project data points than the other techniques we have discussed With these other techniques, the impact of a single invalid project data point will usually be quite small, because that data point is not considered individually, but always as one of a number of project data points that contribute to an average value For this reason, estimating using analogy should probably be used only when the estimator is confident of the accuracy and completeness of all the potential project analogs Ideally, having selected an initial analog, the estimator would then be able to find out more about that project either through speaking to the project team members or by accessing the project documentation This would allow the estimator to validate that the analog really did match the target project and that there were no extraneous issues to account for the achieved project work effort and duration Because this level of validation is not possible for projects in the ISBSG Repository, estimators need to be very careful in using the repository as a source of analogs One way of minimizing this risk is to always use the estimating using analogy technique as a mechanism for validating existing estimates, rather than as the means for generating the estimates in the first place

In Fig 10-1, what do the expressions x and y mean What s the straight-line distance d between the two points, based on the values of x and y

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Answer 1-8

We read x as delta x, which means the difference in x We read y as delta y, which means the difference in y The straight-line distance d between the points can be found by squaring x and y individually, adding the squares, and then taking the nonnegative square root of the result, getting d = ( x2 + y2)1/2

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