blease answer b and C

2.O . A travel agency offers a package for $6000 per person if they have 40 or less Sign up. For each person in excess of 40, the agency reduces the price by S5 for every traveler. (a) Complete the table to explore the relationship between price and revenue numerically. (b) Generalize the numerical pattern in the table to write formulas for the price as a function of number of travelers and revenue as a function of travelers. (c) What number of travelers must sign up to produce the maximum revenue? What is the maximum revenue and what will each passenger pay? (d) It will cost the travel agency C(n) = 11,000+ 200n for this trip if they have n travelers. Determine the number of travelers needed to produce the maximum profit. What is the maximum profit and what will each passenger pay? (a) Complete the table. Number of Travelers, n 40 41 42 50 Price per person, pin) $ 6000 $ 5995 $ 5990 $ 5950 Revenue R(n) $ 240000 $ 245795 $ 251580 $ 297500 (b) The table shows the revenue climbs if more than 40 travelers sign up for the package. Write the formula for the price if n people sign up for the trip, n240. p(n)= Write the formula for the revenue from n travelers, n 2 40. R(n)= Enter your answer in the edit fields and then click Check