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If Nikki tends to make $forty an hour or so at Work I, and $thirty one hour at Task II, the quantity of hrs should really she perform each week at Each individual work To optimize her money?

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On top of that, you'll depict the provided constraints as linear inequalities or equations. The target function and constraints alongside one another represent the mathematical model of the challenge, making it possible for you to definitely transition from the narrative description to some quantifiable optimization challenge.

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On account of limitations on storage on the manufacturing unit, not more than 20 widgets or 17 wadgets may be built on a daily basis. Write the inequalities that represent the constraints. Then why not find out more summarize what continues to be described To date by producing the objective purpose for time and the two constraints.

Now we generate the target purpose. Due to the fact Niki gets paid out $40 an hour or so at Occupation I, and $thirty an hour at Task II, her complete revenue I is offered by the following equation.

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