Alex bought a new aquarium. He is in the process of setting it up. The aquarium is in the shape of a right rectangular prism and the dimensions, in inches, are 36 x 19 × 24 . During the set-up, Alex fills the aquarium with 6, 039 in of water. Part A What percent of the volume of the aquarium is filled with water? Round your answer to the nearest whole percent. Enter your answer in the space provided. 23 % Part B The aquarium is advertised as being able to hold a maximum of 65 gallons of water as the aquarium is not meant to be completely filled with water. Assume Alex fills the aquarium to its maximum capacity. Based on the dimensions of the aquarium, what percent of the aquarium should not be filled with water? Round your answer to the nearest whole percent. 1 gallon = 231 cubic inches Enter your answer in the space provided. 23 % Part C Alex has a bucket in the shape of a cylinder. The diameter of the bucket is 12 inches and its height is 11.25 inches. How many buckets would it take to fill an empty aquarium with 65 gallons of water? Show your work. Enter your answer and work in the space provided.

Algebra and Trigonometry (6th Edition)
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ISBN:9780134463216
Author:Robert F. Blitzer
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ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
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#704 DAVIDSON X
TN Question - Test X
> cylinder volume x
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La Luna by Adar X
A https://md.testnav.com/client/index.html?username=1084070966&password=9...
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PGCPS BENCHMARK 1 ACCELERATED II | ACCELERATED II / 4 OF 12
Alex bought a new aquarium. He is in the process of setting it up. The aquarium is in the shape of a right rectangular
prism and the dimensions, in inches, are 36- x 19 × 24% . During the set-up, Alex fills the aquarium with 6, 039
8,
in of water.
Part A
What percent of the volume of the aquarium is filled with water? Round your answer to the nearest whole percent.
Enter your answer in the space provided.
23
%
Part B
The aquarium is advertised as being able to hold a maximum of 65 gallons of water as the aquarium is not meant to be
completely filled with water. Assume Alex fills the aquarium to its maximum capacity. Based on the dimensions of the
aquarium, what percent of the aquarium should not be filled with water? Round your answer to the nearest whole
percent.
1 gallon = 231 cubic inches
Enter your answer in the space provided.
Exhibits
23
%
Part C
Alex has a bucket in the shape of a cylinder. The diameter of the bucket is 12 inches and its height is 11.25 inches. How
many buckets would it take to fill an empty aquarium with 65 gallons of water? Show your work.
Enter your answer and work in the space provided.
2:14 PM
O Search for anything
hulu
12/1/2020
+
Transcribed Image Text:Clever | Portal M Inbox - aneika-s X #704 DAVIDSON X TN Question - Test X > cylinder volume x A Write a theme s X La Luna by Adar X A https://md.testnav.com/client/index.html?username=1084070966&password=9... Review iE Q Bookmark ANEIKA STONE PGCPS BENCHMARK 1 ACCELERATED II | ACCELERATED II / 4 OF 12 Alex bought a new aquarium. He is in the process of setting it up. The aquarium is in the shape of a right rectangular prism and the dimensions, in inches, are 36- x 19 × 24% . During the set-up, Alex fills the aquarium with 6, 039 8, in of water. Part A What percent of the volume of the aquarium is filled with water? Round your answer to the nearest whole percent. Enter your answer in the space provided. 23 % Part B The aquarium is advertised as being able to hold a maximum of 65 gallons of water as the aquarium is not meant to be completely filled with water. Assume Alex fills the aquarium to its maximum capacity. Based on the dimensions of the aquarium, what percent of the aquarium should not be filled with water? Round your answer to the nearest whole percent. 1 gallon = 231 cubic inches Enter your answer in the space provided. Exhibits 23 % Part C Alex has a bucket in the shape of a cylinder. The diameter of the bucket is 12 inches and its height is 11.25 inches. How many buckets would it take to fill an empty aquarium with 65 gallons of water? Show your work. Enter your answer and work in the space provided. 2:14 PM O Search for anything hulu 12/1/2020 +
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