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The manager of a 97-unit apartment complex finds that all units are rented at a price of $1410 per month. Research shows that for each $30 increase in rent, one additional unit remains vacant. How much should he charge for rent in order to bring in maximum revenue and how many units are rented then?

The manager of a 97-unit apartment complex finds that all units are rented at a price of $1410 per month. Research shows that for each $30 increase in rent, one additional unit remains vacant. How much should he charge for rent in order to bring in maximum revenue and how many units are rented then?

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Please type out your math Solutions I have bad eyesight and I have a hard time reading handwriting especially cursive also write out your Solutions in such a way that I am easily able to read the solutions I have had problems before where the solutions were written but they were Written throughout the math problem and not written at the end where they can be easily distinguishable 

The manager of a 97-unit apartment complex finds that all units are rented at a price of $1410 per month. Research shows that for each $30 increase in rent, one additional unit remains vacant. How much should he charge for rent in order to bring in maximum revenue and how many units are rented then? Answer Number of units rented: per month Keypad Keyboard Shortcu
Transcribed Image Text:The manager of a 97-unit apartment complex finds that all units are rented at a price of $1410 per month. Research shows that for each $30 increase in rent, one additional unit remains vacant. How much should he charge for rent in order to bring in maximum revenue and how many units are rented then? Answer Number of units rented: per month Keypad Keyboard Shortcu
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