A city park next to a river consists of a recreation area and its parking lốt. will use fencing that costs $10/foot to build a fence around the outside of the park, except that they will not build a fence on the side next to the river. They will use fencing that costs $12/foot to build a divider between the parking lot and the recreation area (shown as a dotted line on the diagram). River/No fence a. Write a simplified formula for the area of the park (including both the parking lot and the recreation area) as a function of L and W. Parking I Recreation Area Lot W- b. Write a simplified formula for the cost of all of the fence as a function of L and W.

A city park next to a river consists of a recreation area and its parking lốt. will use fencing that costs $10/foot to build a fence around the outside of the park, except that they will not build a fence on the side next to the river. They will use fencing that costs $12/foot to build a divider between the parking lot and the recreation area (shown as a dotted line on the diagram). River/No fence a. Write a simplified formula for the area of the park (including both the parking lot and the recreation area) as a function of L and W. Parking I Recreation Area Lot W- b. Write a simplified formula for the cost of all of the fence as a function of L and W.

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Description: A city park next to a river consists of a recreation area and its parking lot. The city iswill use fencing that costs $10/foot to build a fence around the outside of the park, except thatthey will not build a fence on the side next to the river. The

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Question

A city park next to a river consists of a recreation area and its parking lot. The city is
will use fencing that costs $10/foot to build a fence around the outside of the park, except that
they will not build a fence on the side next to the river. They will use fencing that costs
$12/foot to build a divider between the parking lot and the recreation area (shown as a dotted
line on the diagram).
River/No fence
a. Write a simplified formula for the area of the park
(including both the parking lot and the recreation
area) as a function of L and W.
Parking I
Recreation Area
Lot
W-
b. Write a simplified formula for the cost of all of the fence as a function of L and W.
c. The total cost of all of the fencing is $3000. Find a simplified formula for the area of the
park as a function of W.

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