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Click the Design tab and choose Create Relationship Implement all of the five necessary relationships from the preceding list

A sphere of radius r in Cartesian xyz space, centered at the origin All points on the sphere s surface are at distance r from the center point (0,0,0)

you have the best of both worlds You can extract your projects to derive the project delivery rate (expressed in hours per function point) to be used Then you can extract similar projects from other organizations for comparison The project data from other organizations will be particularly useful where you are estimating a project that includes a variable that you have no previous experience of, for example: a platform or language that you have not used previously

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Transposing the left- and right-hand sides, we have xp2 + yp2 + zp2 = r2 Every point on the sphere s surface is the same distance from the origin as P, so we can generalize the above equation to get x2 + y2 + z2 = r2 which defines the set of all points in three dimensions that lie at a fixed distance r from the origin That s all there is to it! We ve found the standard-form equation for a sphere of radius r, centered at the origin in Cartesian xyz space

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Center away from the origin Consider a sphere whose center is somewhere other than the origin in Cartesian xyz space Suppose that the coordinates of the center point are (x0,y0,z0), as shown in Fig 17-4 Whatever point P that we choose on the sphere s surface, the distance between P and the center is equal to the sphere s radius r Adapting the distance-between-points formula for Cartesian xyz space from Chap 7, we get

Functional size7 is only one of the many variables known to influence effort, but it is recognized as a key driver As the functional size increases, so does associated effort In its simplest form, this relationship is expressed as: Effort = Size * Project Delivery Rate where Project Delivery Rate is expressed as Hours per Functional Point and hours are effort hours If you are using comparison or analog macro-estimation methods,8 the information shown in Table 1-3 should be included in your set of attributes for selecting similar projects Use your common sense when matching projects and/or adjusting project delivery rates For example: If the only similar project identified was negatively impacted by the learning associated with the introduction of a new technology, but the skills acquired will be utilized by this project, then the project delivery rate (PDR) can be expected to be better (that is, have a lower PDR) than the similar project If this project is similar to a previous project, with the exception that you have to provide additional deliverables (for example, a user manual), then the project delivery rate can be expected to be less productive (that is, higher)

r = [(xp x0)2 + (yp y0)2 + (zp z0)2]1/2

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