volume of the pool in both cubic meters and liters (1 cubic meter = 1000 liters). b. How much chlorine (in kilograms) is needed for the Olympic-size pool? c. Explain how you can use similarity to calculate how much chlorine is required for the new pool.

Introductory Chemistry: A Foundation
9th Edition
ISBN:9781337399425
Author:Steven S. Zumdahl, Donald J. DeCoste
Publisher:Steven S. Zumdahl, Donald J. DeCoste
Chapter15: Solutions
Section: Chapter Questions
Problem 27CR
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Name
Date
Chapter
Performance Task (continued)
8
5. The new pool also needs a cover. Use the Areas of Similar Polygons Theorem to
calculate how much material will be required to make the cover for the new pool.
6. A safe amount of chlorine in pools must be strong enough to kill bacteria but not
so strong that swimmers' skin and eyes are irritated. Your target is 1 milligram of
chlorine per liter of water.
a. The Olympic-size pool is 3 meters deep across its entire length. Calculate
volume of the pool in both cubic meters and liters (1 cubic meter = 1000 liters).
b. How much chlorine (in kilograms) is needed for the Olympic-size pool?
c. Explain how you can use similarity to calculate how much chlorine is required
for the new pool.
d. How much chlorine (in kilograms) is needed for the new pool?
Geometry
Performance Task
4
Copyright © Big Ideas Learning, LLC
All rights reserved.
Transcribed Image Text:Name Date Chapter Performance Task (continued) 8 5. The new pool also needs a cover. Use the Areas of Similar Polygons Theorem to calculate how much material will be required to make the cover for the new pool. 6. A safe amount of chlorine in pools must be strong enough to kill bacteria but not so strong that swimmers' skin and eyes are irritated. Your target is 1 milligram of chlorine per liter of water. a. The Olympic-size pool is 3 meters deep across its entire length. Calculate volume of the pool in both cubic meters and liters (1 cubic meter = 1000 liters). b. How much chlorine (in kilograms) is needed for the Olympic-size pool? c. Explain how you can use similarity to calculate how much chlorine is required for the new pool. d. How much chlorine (in kilograms) is needed for the new pool? Geometry Performance Task 4 Copyright © Big Ideas Learning, LLC All rights reserved.
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