For this scenario, the manager at Shooters needs to know how advertising wil effect customer turn out. In other words, how much should he spend each week in order to get the biggest return on his money. To that end, the manager at Shooters also recorded data relating how much he spent on weekly advertisements, such as fiers and commercials, with how many customers he had each week. 10 11 12 13 14 15 16 13 18 19 20 21 Week Ad S. People, week Ad 200 184 19 s $ 250 204 20 $ 3S 100 145 21 s $ 250 187 22 s SS 100 146 23 OS 200 197 24 25 80 25 $ 200 26 $ 197 27 50 112 28 250 205 29 12 300 190 30 13 300 192 31 s 300 186 15 50 121 33 16 100 160 340 175 150 35 200 189 36 150 300 200 300 50 50 250 300 250 People week Ads. 82 37 $ 100 181 38 $ 100 190 39 $ 200 197 40 $ 300 191 41 50 115 42 $ 300 113 150 204 250 191 45 300 195 46 100 78 47 200 198 250 85 49 $ 100 201 50 $ 100 176 51 142 52 5 - 124 125 People 142 149 196 189 127 198 171 192 197 157 190 206 143 148 75 77 200 300 323 300 150 100 25 26 27 28 50 30 31 32 33 35 1) Use this data to determine a model that describes the number of people who come to Shooters as a quadratic function of the amount of money spent on ads Give a graph of the customer versus advertising data. The state the formula that expresses how many customers he can expect based on advertising expenses, ofa). 2) Use the derivative of the quadratic function you found in question to determine what amount should be spent on advertising each week in order for Shooters to achieve a maximum number of customers? How many customers would come if the owner spent the maximum on advertising? For this scenario, the manager at Shooters needs to know how advertising wil effect customer turn out. In other words, how much should he spend each week in order to get the biggest return on his money. To that end, the manager at Shooters also recorded data relating how much he spent on weekly advertisements, such as fiers and commercials, with how many customers he had each week. 10 11 12 13 14 15 16 13 18 19 20 21 Week Ad S. People, week Ad 200 184 19 s $ 250 204 20 $ 3S 100 145 21 s $ 250 187 22 s SS 100 146 23 OS 200 197 24 25 80 25 $ 200 26 $ 197 27 50 112 28 250 205 29 12 300 190 30 13 300 192 31 s 300 186 15 50 121 33 16 100 160 340 175 150 35 200 189 36 150 300 200 300 50 50 250 300 250 People week Ads. 82 37 $ 100 181 38 $ 100 190 39 $ 200 197 40 $ 300 191 41 50 115 42 $ 300 113 150 204 250 191 45 300 195 46 100 78 47 200 198 250 85 49 $ 100 201 50 $ 100 176 51 142 52 5 - 124 125 People 142 149 196 189 127 198 171 192 197 157 190 206 143 148 75 77 200 300 323 300 150 100 25 26 27 28 50 30 31 32 33 35 1) Use this data to determine a model that describes the number of people who come to Shooters as a quadratic function of the amount of money spent on ads Give a graph of the customer versus advertising data. The state the formula that expresses how many customers he can expect based on advertising expenses, ofa). 2) Use the derivative of the quadratic function you found in question to determine what amount should be spent on advertising each week in order for Shooters to achieve a maximum number of customers? How many customers would come if the owner spent the maximum on advertising