The rules are as follows: If project_funding is adequate or project_staffing is small then risk is low.
Μ staffing=small(60)=0.1 μ staffing=large(60)=0.7 The Rules Now that we have the fuzzy values we can use the fuzzy rules to arrive at the final fuzzy value. Step 1 Thus we have the following fuzzy values for project_funding: μ funding=inadequate(35)=0.5 μ funding=marginal(35)=0.2 μ funding=adequate(35)=0.0 Step 1 The fuzzy values for project_staffing are shown below. The sets defined for project_staffing are small and large. The sets defined for project_funding are inadequate, marginal and adequate.
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Individuals are still break moving! Break in 2 electric boogaloo download adobe. We can an get the fuzzy values for these crisp values by using the membership functions of the appropriate sets. Suppose our our inputs are project_funding = 35% and project_staffing = 60%. The second value is the level of project funding. The first value the level of project staffing. Since we have two inputs we will have 2 crisp values to convert. Step 1 The first step to convert the crisp input into a fuzzy one. For the sake of simplicity we will arrive at our conclusion based on two inputs: project funding and project staffing.
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