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Anjali completely filled the container shown below with 616 small cubes that inch long. 2 were each Part A Calculate the volume of the prism. Volume of the Prism: Volume of the cube: 3 616 x 0.125 =77 inch 0543 = 0.125 inch Part B Create a graphical model of a prism with base 5.5 by 3.5 that has the same volume as Part A. Show how Anjali can calculate the volume of the prism, in cubic inches, by using a volume formula instead of filling the container with small cubes.

Anjali completely filled the container shown below with 616 small cubes that inch long. 2 were each Part A Calculate the volume of the prism. Volume of the Prism: Volume of the cube: 3 616 x 0.125 =77 inch 0543 = 0.125 inch Part B Create a graphical model of a prism with base 5.5 by 3.5 that has the same volume as Part A. Show how Anjali can calculate the volume of the prism, in cubic inches, by using a volume formula instead of filling the container with small cubes.

Mathematics For Machine Technology
Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter63: Volumes Of Pyramids And Cones
Section: Chapter Questions
Problem 14A
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Anjali completely filled the container shown below with 616 small cubes that were each inch long. Part A Calculate the volume of the prism. Volume of the Prism: Volume of the cube: 616 x 0.125 = 77 inch Create a graphical model of a prism with base 5.5 by 3.5 that 05*3 = 0.125 inch Part B has the same volume as Part A. Show how Anjali can calculate the volume of the prism, in cubic inches, by using a volume formula instead of filling the container with small cubes.
Transcribed Image Text:Anjali completely filled the container shown below with 616 small cubes that were each inch long. Part A Calculate the volume of the prism. Volume of the Prism: Volume of the cube: 616 x 0.125 = 77 inch Create a graphical model of a prism with base 5.5 by 3.5 that 05*3 = 0.125 inch Part B has the same volume as Part A. Show how Anjali can calculate the volume of the prism, in cubic inches, by using a volume formula instead of filling the container with small cubes.
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