A rectangular pen is made with 100m of fencing. 1. Draw a picture of the enclosure and label the dimensions, let the shorter side (width) = x. 2. Express the area of the enclosure as a function of the width. 3. Draw a sketch a picture of the function in an appropriate viewing window. . Find the maximum area of the pen. What are the dimensions that will give you the maximum area? WINDOW: Xmin: Xmax: Xscl: Ymin: Ymax: Yscl:

Trigonometry (MindTap Course List)
10th Edition
ISBN:9781337278461
Author:Ron Larson
Publisher:Ron Larson
ChapterP: Prerequisites
SectionP.7: A Library Of Parent Functions
Problem 47E
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A rectangular pen is made with 100m of fencing.
1. Draw a picture of the enclosure and label the dimensions, let the shorter side (width) = x.
2. Express the area of the enclosure as a function of the width.
3. Draw a sketch a picture of the function in an appropriate viewing window.
4. Find the maximum area of the pen.
5. What are the dimensions that will give you the maximum area?
So
L = 2,00
(8)
WINDOW:
Xmin:
Xmax:
Xscl:
Ymin:
Ymax:
Yscl:
100
coff
Transcribed Image Text:A rectangular pen is made with 100m of fencing. 1. Draw a picture of the enclosure and label the dimensions, let the shorter side (width) = x. 2. Express the area of the enclosure as a function of the width. 3. Draw a sketch a picture of the function in an appropriate viewing window. 4. Find the maximum area of the pen. 5. What are the dimensions that will give you the maximum area? So L = 2,00 (8) WINDOW: Xmin: Xmax: Xscl: Ymin: Ymax: Yscl: 100 coff
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