Question
What is the volume of the composite figure measuring 2 yards x 2 yards x 2 yards x 4.5 yards and 2 yards?
Answers
Answered by
GPT 3.5
To find the volume of the composite figure, we need to break it down into smaller, simpler shapes and then add their volumes together.
The composite figure consists of two rectangular prisms: one measuring 2 yards x 2 yards x 4.5 yards and one measuring 2 yards x 2 yards x 2 yards.
Volume of the first rectangular prism:
V = l x w x h
V = 2 yards x 2 yards x 4.5 yards
V = 18 cubic yards
Volume of the second rectangular prism:
V = l x w x h
V = 2 yards x 2 yards x 2 yards
V = 8 cubic yards
Total volume of the composite figure:
18 cubic yards + 8 cubic yards
= 26 cubic yards
Therefore, the volume of the composite figure measuring 2 yards x 2 yards x 2 yards x 4.5 yards and 2 yards is 26 cubic yards.
The composite figure consists of two rectangular prisms: one measuring 2 yards x 2 yards x 4.5 yards and one measuring 2 yards x 2 yards x 2 yards.
Volume of the first rectangular prism:
V = l x w x h
V = 2 yards x 2 yards x 4.5 yards
V = 18 cubic yards
Volume of the second rectangular prism:
V = l x w x h
V = 2 yards x 2 yards x 2 yards
V = 8 cubic yards
Total volume of the composite figure:
18 cubic yards + 8 cubic yards
= 26 cubic yards
Therefore, the volume of the composite figure measuring 2 yards x 2 yards x 2 yards x 4.5 yards and 2 yards is 26 cubic yards.
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