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how do you solve for profit to get optimal level for both firms and optimal selling price? Suppose that demand equals: P = 1,000 -

how do you solve for profit to get optimal level for both firms and optimal selling price?
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Suppose that demand equals: P = 1,000 - Qs - Qt; where Qs and Q are quantities sold, and P is the selling price. The cost functions for the respective firms are: TCs = 70,000 + 5Qs +0.25Qs TC, = 110,000 + 5Q+ 0.15

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