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A manufacturer can produce jackets at a cost of $50 per jacket. If he produces p jackets weekly and all the jackets are sold, the revenue is R(p)=4000[e^.01(p-100) + 1]. Weekly production must be at least 100 and can't exceed 250...... at wat price should the manufacturer sell the jackets to maximize profit... .and wat is the maximum weekly profit...

PLEASE HELP!!!!!

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# Pls Help Calculus

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