The elephants need a new water trough. The zookeeper is looking at several designs that have different measurements. He needs to know if it will hold the amount of water that the elephants will need for the day. The measurements are as follows: For the side (the trapezoid base) x = 2 ft, y = 6.3 ft, w =6.4 ft and the length (height of prism) of the trough is z = 8.6 ft. Find the volume of the trough. Round the FINAL answer to the nearest cubic foot (whole number no decimals). Use the Desmos Calculator.
The elephants need a new water trough. The zookeeper is looking at several designs that have different measurements. He needs to know if it will hold the amount of water that the elephants will need for the day. The measurements are as follows: For the side (the trapezoid base) x = 2 ft, y = 6.3 ft, w =6.4 ft and the length (height of prism) of the trough is z = 8.6 ft. Find the volume of the trough. Round the FINAL answer to the nearest cubic foot (whole number no decimals). Use the Desmos Calculator.
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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Transcribed Image Text:The elephants need a new water trough. The zookeeper is looking at several designs
that have different measurements. He needs to know if it will hold the amount of
water that the elephants will need for the day. The measurements are as follows:
For the side (the trapezoid base) x = 2 ft, y = 6.3 ft, w =6.4 ft and the length (height of
prism) of the trough is z = 8.6 ft. Find the volume of the trough. Round the FINAL
answer to the nearest cubic foot (whole number no decimals).
Use the Desmos Calculator.
Transcribed Image Text:W
Z.
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