A farmer has 444 feet of fence in which to fence in the rectangular area with 1 divider as shown to the right. The farmer does not need a fence along the water edge. 1.) What dimensions should the farmer choose in order to maximize the total area enclosed? = feet W = feet 2.) What is the maximum area possible? Maximum Area = square feet

College Algebra
10th Edition
ISBN:9781337282291
Author:Ron Larson
Publisher:Ron Larson
Chapter5: Exponential And Logarithmic Functions
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Problem 22PS: In a classroom designed for 30 students, the air conditioning system can move 450 cubic feet of air...
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* の
T
E
SI
Fencing
A farmer has 444 feet of fence in which to fence in the
rectangular area with 1 divider as shown to the right.
The farmer does not need a fence along the water edge.
1.) What dimensions should the farmer choose in order to maximize the total area enclosed?
feet
= M
feet
2.) What is the maximum area possible?
Maximum Area =
square feet
Ask my instructor
Print
3
DEC
N
7.
MacBook Pro
G Search or type URL
V
#
4
2.
R
n
A
G
B.
uogdo
command
Transcribed Image Text:* の T E SI Fencing A farmer has 444 feet of fence in which to fence in the rectangular area with 1 divider as shown to the right. The farmer does not need a fence along the water edge. 1.) What dimensions should the farmer choose in order to maximize the total area enclosed? feet = M feet 2.) What is the maximum area possible? Maximum Area = square feet Ask my instructor Print 3 DEC N 7. MacBook Pro G Search or type URL V # 4 2. R n A G B. uogdo command
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