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Q4 Muffins and doughnuts 1 Point Alice is organizing a fundraiser. She will buy muffins and doughnuts and resell them at a higher price to raise money for charity. Each muffin costs her 1$, and each doughnut costs her 2$. She projects that the total amount she will raise R in $, as a function of the number of muffins M and number of doughnuts _ that she buys will take values according to the following table. 10 15 20 25 30 35 10 324.50 341.50 351.00 364.25 377.50 391.50 400.50 414.50 20 343.75 357.00 368.75 380.75 394.00 404.75 418.75 432.50 30 356.00 373.50 384.50 396.50 406.25 419.50 428.50 447.50 40 374.50 385.75 395.25 412.50 425.75 433.50 448.00 462.75 If she has a budget of 100$, then how much will she raise in total if she buys the optimal number of muffins and doughnuts? 428.50$ 432.50$ 433.50$ 448.00$ 462.75$