a tour operator charge rs .200per passenger for 100 passengers with a discount of rs.5 for each 10passenget in excess of 50 amount of money the tout operators receives
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Step-by-step explanation:
Let x be the no. of passengers and R(x) be the revenue function. Hence, maximum money would be obtained by the tour operator when the function R (x) should be maximized to find the no. of passengers Let the revenue from each passenger (in case of the no. of passengers > 100) => (200- 5)/ 10(x-10) for x=100 The total revenue function R(x), is given by R(x) = 200x for x = 100 R(x) = x [200 - 4/10 (x-10)] =200 x-2/5 x^2+40 x...
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