Dr. Talanda-Fisher has 120 feet of fencing, a very large yard, and a tiny yorkie puppy.She wants to create a rectangular enclosure for her dog with the fencing thatprovides the largest area for her pooch to play around in safely. To help her out youare going to solve an optimization problem. What are the variables you would needto establish and what are you trying to optimize?Establish variables for area and perimeter of the enclosure and minimize thelength of the enclosure.| Establish variables for area and perimeter of the enclosure and maximize thelength of the enclosure .| Establish variables for length and width of enclosure and maximize the perimeterof the enclosure.Establish variables for length and width of enclosure and minimize the perimeterof the enclosure.Establish variables for length and width of enclosure and maximize the area ofthe enclosure.Establish variables for length and width of enclosure and minimize the area ofthe enclosure.

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Dr. Talanda-Fisher has 120 feet of fencing, a very large yard, and a tiny yorkie puppy. She wants to create a rectangular enclosure for her dog with the fencing that provides the largest area for her pooch to play around in safely. To help her out you are going to solve an optimization problem. What are the variables you would need to establish and what are you trying to optimize?

Dr. Talanda-Fisher has 120 feet of fencing, a very large yard, and a tiny yorkie puppy. She wants to create a rectangular enclosure for her dog with the fencing that provides the largest area for her pooch to play around in safely. To help her out you are going to solve an optimization problem. What are the variables you would need to establish and what are you trying to optimize?

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

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Dr. Talanda-Fisher has 120 feet of fencing, a very large yard, and a tiny yorkie puppy.
She wants to create a rectangular enclosure for her dog with the fencing that
provides the largest area for her pooch to play around in safely. To help her out you
are going to solve an optimization problem. What are the variables you would need
to establish and what are you trying to optimize?
Establish variables for area and perimeter of the enclosure and minimize the
length of the enclosure.
| Establish variables for area and perimeter of the enclosure and maximize the
length of the enclosure .
| Establish variables for length and width of enclosure and maximize the perimeter
of the enclosure.
Establish variables for length and width of enclosure and minimize the perimeter
of the enclosure.
Establish variables for length and width of enclosure and maximize the area of
the enclosure.
Establish variables for length and width of enclosure and minimize the area of
the enclosure.

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