marissasabino111
03.01.2020 •
Mathematics
Atour company has a ticket price that goes down $2 for every additional person who signs up for a group trip. they charge, per person, 52-2n where n is the number of people that go on the trip. their total revenue, r, as a function of the number of people who can go in the trip is r=52n-2n^2. how many people maximize the revenue for the tour company
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Ответ:
13 people will Maximize the revenue for the tour company
Step-by-step explanation:
Data provided in the question:
Revenue function = 52n - 2n²
Now,
To find the point of maxima or minima, differentiating the revenue funtion with respect to the 'n' and equating to zero
⇒ = 0
or
⇒ 52 - 4n = 0
or
⇒ 4n = 52
or
⇒ n = 13
To check for mamixa or minima
again differentiating the revenue function
i.e
= -4 [negative value means the n = 13 is point of maxima ]
Hence,
13 people will Maximize the revenue for the tour company
Ответ:
Here's link to the
tinyurl.com/wpazsebu