4. Steef has a summer job working at a campground. He is roping off a rectangular swimming area on the beach at Wasaga, as shown. rope Water Beach In the equipment shed, Steef found a 120 m rope with floating buoys. He does not need to run the buoys along the edge of the beach, so he only needs to make three sides of a rectangle in the water. Find the maximum possible swimming area AND the possible dimensions that produce the maximum area.

4. Steef has a summer job working at a campground. He is roping off a rectangular swimming area on the beach at Wasaga, as shown. rope Water Beach In the equipment shed, Steef found a 120 m rope with floating buoys. He does not need to run the buoys along the edge of the beach, so he only needs to make three sides of a rectangle in the water. Find the maximum possible swimming area AND the possible dimensions that produce the maximum area.

Name: 4. Steef has a summer job working at a campground. He is roping off a
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Description: 4. Steef has a summer job working at a campground. He is roping off a rectangularswimming area on the beach at Wasaga, as shown. (гореWaterВeachIn the equipment shed, Steef found a 120 m rope with floating buoys. He does not needto run the buoys alo

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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4. Steef has a summer job working at a campground. He is roping off a rectangular
swimming area on the beach at Wasaga, as shown. (
горе
Water
Вeach
In the equipment shed, Steef found a 120 m rope with floating buoys. He does not need
to run the buoys along the edge of the beach, so he only needs to make three sides of a
rectangle in the water.
Find the maximum possible swimming area AND the possible dimensions that produce
the maximum area.

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