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Using Logic Trees to Construct Your Methodology               79


                                                      CHAPTER 5 REVIEW
                                            Constructing a Logical Methodology


                          1. The proposal’s methodology consists of two kinds of tasks: actions and activities.
                            ◉  Actions are tasks necessary for achieving the project’s objectives. Usually occurring
                               over a period of time, actions are necessary in the problem-solving process—that is,
                               for achieving the project’s objectives. Each action should express a result.
                            ◉  Activities are tasks important for planning and communicating. Usually occurring
                               at a point in time, activities are important in the client-management process.
                               Examples include: confirming the project’s objectives, reporting interim results,
                               and delivering a final report. As much as possible, these tasks also should be
                               phrased to express results.
                          2. Constructing the proposal’s methodology requires four steps:
                            ◉  Clearly identify the objective(s), based on the overriding question(s). An
                               Insight Project has only one objective—providing insight. A Planning Project has
                               only one objective—developing a plan. An Implementation Project has only one
                               objective—implementing a plan. A combined Insight and Planning Project has two
                               objectives. A combined Planning and Implementation Project has two objectives.
                            ◉  After placing each objective at the top of the logic tree, order the
                               actions necessary to achieve it. Develop one logic tree for each objective.
                               Every box in the logic tree expresses an action implying a result. Every box on
                               one row is connected to at least two boxes on the next lower row. These lower-
                               row boxes are the set of actions necessary to achieve the result implied on the
                               row above. These lower-row actions, however, also imply results in the boxes
                               connected to them on even lower rows. Each box in every row implies a result
                               produced by the related actions on the row below. Therefore, each box is an action
                               implying a single result. The actions should be expressed as specifically as possible.
                            ◉  Once the logic tree is constructed, list the actions in sequence. Use
                               indentations or standard outline form to indicate the hierarchical relationships. You
                               have now logically organized the actions.
                            ◉  Identify and integrate the activities necessary for planning and
                               communicating your proposed actions. You have now constructed the
                               methodology.
                          3. Once the logic tree is completed, identify deliverables that do not exist on the Logics
                            Worksheet, add them to the Logics Worksheet, and align as necessary.
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