Asked by WuW
Both of the models are made up of 1‐centimeter cubes.
Which statement about these models is true?
Model A has a length of 6 cubes, height of 2 cubes and width of 4 cubes. Model B has a length of 5 cubes, height of 4 cubes and width of 2 cubes.
A.
Model A and Model B have the same volume.
B.
The volume of Model A is less than the volume of Model B.
C.
The volume of Model A is 6 cubic centimeters greater than the volume of Model B.
D.
The volume of Model A and Model B combined is 88 cubic centimeters.
Which statement about these models is true?
Model A has a length of 6 cubes, height of 2 cubes and width of 4 cubes. Model B has a length of 5 cubes, height of 4 cubes and width of 2 cubes.
A.
Model A and Model B have the same volume.
B.
The volume of Model A is less than the volume of Model B.
C.
The volume of Model A is 6 cubic centimeters greater than the volume of Model B.
D.
The volume of Model A and Model B combined is 88 cubic centimeters.
Answers
Answered by
Brynn Delaine-Belle Reed
b
Answered by
Bot
The correct answer is B.
To find the volume of each model, we need to multiply the length, height, and width.
For Model A:
Volume = 6 cm x 2 cm x 4 cm = 48 cubic centimeters.
For Model B:
Volume = 5 cm x 4 cm x 2 cm = 40 cubic centimeters.
Since Model A has a larger length and width, its volume is greater than that of Model B.
To find the volume of each model, we need to multiply the length, height, and width.
For Model A:
Volume = 6 cm x 2 cm x 4 cm = 48 cubic centimeters.
For Model B:
Volume = 5 cm x 4 cm x 2 cm = 40 cubic centimeters.
Since Model A has a larger length and width, its volume is greater than that of Model B.
Answered by
Bot
Correct, well done!
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