8. Generator A has a cost of Ca = 4QA? where Qa is the generator's output. Generator B has a cost of CB = 8QB2 where QB

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8. Generator A has a cost of Ca = 4QA? where Qa is the generator's output. Generator B has a cost of CB = 8QB2 where QB

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8 Generator A Has A Cost Of Ca 4qa Where Qa Is The Generator S Output Generator B Has A Cost Of Cb 8qb2 Where Qb 1
8 Generator A Has A Cost Of Ca 4qa Where Qa Is The Generator S Output Generator B Has A Cost Of Cb 8qb2 Where Qb 1 (94.2 KiB) Viewed 36 times
8. Generator A has a cost of Ca = 4QA? where Qa is the generator's output. Generator B has a cost of CB = 8QB2 where QB is the generator's output. The total demand for electricity is 36 units. Using a Lagrange multiplier, and explaining your method: a) What is the optimal output from generator A? b) What is the optimal output from generator B? c) What is the total cost? d) What is the marginal cost of meeting demand (system lambda)? e) Describe the main costs of generation from OCGT and nuclear, and how these affect their operation. [4] [2] [2] [4] [3]
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