Hello please take a look at my work.

The Marquis Hotel is considering a major remodeling effort and needs to determine the best rates and room sizes to maximize revenues. Although the rooms may be renovated, there are no plans to change the current 450-room capacity. The accompanying model and spreadsheet maximizes revenues for the three types of rooms currently available, standard, gold, and platinum. Suppose that the hotel is considering adding suites to its room mix. Based on an analysis of local competitors, suites can sell for a rate of $180, and they expect to sell 20 per day to business travelers. The price elasticity of demand is estimated to be - 2.5. The hotel would want to keep the price of suites between $150 and $200. Modify the model to include suites and find prices that will maximize total revenue. i Click the icon to view the model and spreadsheet. Complete the table of prices that maximize total revenue. Room type New Price Standard Gold Platinum Suite $ (Round to the nearest cent as needed.)Let S = price of a standard room, G = price of a gold room, and P = price of a platinum room. Maximize the revenue, subject to constraints on the price range, and subject to the total room capacity of 450. Maximize Revenue = 625S + 300G + 100P -4.41176S- -2.35294G2 -0.35971P2 70s S $90 90 s G s 110 120 s P s 149 1025 -4.411765 -2.35294G - 0.35971P $ 450Room type Current Rate Average Daily Sold Elasticity Total Room Capacity Standard 585.00 250 -1.5 450 Gold $100.00 100 -2 Platinum $139.00 50 -1 Room type New Price Price Range Projected Rooms Sold Projected Revenue Standard 570.00 $90.00 C2+D2*(88-B2)*(C2/B2) B8 *EB Gold 0 590.00 $110.00 C3+D3 *(89-83)*(C3/83) 89*E9 Platinum $120.00 5149.00 C4+D4*(810-84)*(C4/84) 810*E10 Totals SUM(ES :[10) SUM(F8 :F10)