2. An orange grower has 400 crates of fruit ready for market and will have 20 m day the grower waits. The present price is $240 per crate and will drop an est each day waited. To maximize income, in how many days should the grower b. Suppose you have 500 feet of fencing to make two side-by-side rectangular as shown below. What is the maximum area that you can enclose?
2. An orange grower has 400 crates of fruit ready for market and will have 20 m day the grower waits. The present price is $240 per crate and will drop an est each day waited. To maximize income, in how many days should the grower b. Suppose you have 500 feet of fencing to make two side-by-side rectangular as shown below. What is the maximum area that you can enclose?
Chapter5: Polynomial And Rational Functions
Section: Chapter Questions
Problem 6PT: Solve the following application problem. A rectangular field is to be enclosed by fencing. In...
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Transcribed Image Text:Q. An orange grower has 400 crates of fruit ready for market and will have 20 more for each
day the grower waits. The present price is $240 per crate and will drop an estimated $8 for
each day waited. To maximize income, in how many days should the grower ship the crop?
b.
Suppose you have 500 feet of fencing to make two side-by-side rectangular enclosures,
as shown below. What is the maximum area that you can enclose?
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