J Jade2020 New member Joined Mar 12, 2019 Messages 2 Tuesday at 10:48 AM #1 The total revenue for Fred's Estates LLC is given as the function R(x)=200x−0.25x2R(x)=200x−0.25x2, where x is the number of rooms rented. What number of rooms rented produces the maximum revenue? Help please!!

The total revenue for Fred's Estates LLC is given as the function R(x)=200x−0.25x2R(x)=200x−0.25x2, where x is the number of rooms rented. What number of rooms rented produces the maximum revenue? Help please!!

MarkFL Super Moderator Staff member Joined Nov 24, 2012 Messages 994 Tuesday at 10:53 AM #2 Hello, and welcome to FMH! We like for students to show what they've done so we can offer the best help. I assume you mean: \(\displaystyle R(x)=200x-0.25x^2\) Are you expected to use marginal revenue to answer this question?

Hello, and welcome to FMH! We like for students to show what they've done so we can offer the best help. I assume you mean: \(\displaystyle R(x)=200x-0.25x^2\) Are you expected to use marginal revenue to answer this question?

J Jade2020 New member Joined Mar 12, 2019 Messages 2 Tuesday at 11:17 AM #3 I believe so. We have to answer how many rooms it is.

MarkFL Super Moderator Staff member Joined Nov 24, 2012 Messages 994 Tuesday at 11:25 AM #4 Okay, have you computed the marginal revenue function?

mmm4444bot Super Moderator Staff member Joined Oct 6, 2005 Messages 10,250 Tuesday at 11:57 AM #5 Hello. Please read the forum's submission guidelines. Thank you!