Amanda wants to fill a right cylindrical vase with water using a smaller right cylindrical cup. Amanda accurately measured the height and the diameter of the vase and the cup. Amanda predicts that she need 6 cups of water to fill the vase. Which of the following statements is sufficient to justify that Amanda's prediction is correct? A The diameter of the vase is 3 times the diameter of the cup. B C D The height of the vase is 6 times the height of the cup. The diameters of the cup and the vase are equal, and the height of the vase is 6 times the height of the cup. The heights of the cup and the vase are equal, and the diameter of the vase is 3 times the diameter of the cup.
Amanda wants to fill a right cylindrical vase with water using a smaller right cylindrical cup. Amanda accurately measured the height and the diameter of the vase and the cup. Amanda predicts that she need 6 cups of water to fill the vase. Which of the following statements is sufficient to justify that Amanda's prediction is correct? A The diameter of the vase is 3 times the diameter of the cup. B C D The height of the vase is 6 times the height of the cup. The diameters of the cup and the vase are equal, and the height of the vase is 6 times the height of the cup. The heights of the cup and the vase are equal, and the diameter of the vase is 3 times the diameter of the cup.
Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter10: Measurement, Area, And Volume
Section10.8: Volumes Of Pyramids And Cones
Problem 12E
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Transcribed Image Text:Amanda wants to fill a right cylindrical vase with water using a smaller right cylindrical cup. Amanda accurately measured the height and the diameter of the vase and the cup. Amanda predicts that she will
need 6 cups of water to fill the vase. Which of the following statements is sufficient to justify that Amanda's prediction is correct?
A The diameter of the vase is 3 times the diameter of the cup.
B
C
D
The height of the vase is 6 times the height of the cup.
The diameters of the cup and the vase are equal, and the height of the vase is 6 times the height of the cup.
The heights of the cup and the vase are equal, and the diameter of the vase is 3 times the diameter of the cup.
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