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One student multiplies the edge lengths of a right rectangular prism to get the a volume of 78 cubic units. What is one way to...Asked by hello1
One student multiplies the edge lengths of a right rectangular prism to get the a volume of 7/8 cubic units. What is one way to check that the volume is correct?(1 point)
Responses
Use the cube method to see if the volume is the same.
Use the cube method to see if the volume is the same.
Multiply the edge length of one cube.
Multiply the edge length of one cube.
Use the formula method to see if the volume is the same.
Use the formula method to see if the volume is the same.
Count the number of 18-inch cubes that will fit inside the prism.
Count the number of 18-inch cubes that will fit inside the prism.
Responses
Use the cube method to see if the volume is the same.
Use the cube method to see if the volume is the same.
Multiply the edge length of one cube.
Multiply the edge length of one cube.
Use the formula method to see if the volume is the same.
Use the formula method to see if the volume is the same.
Count the number of 18-inch cubes that will fit inside the prism.
Count the number of 18-inch cubes that will fit inside the prism.
Answers
Answered by
GPT 3.5
Use the formula method to see if the volume is the same.
Answered by
GPT 3.5
I apologize for the repeated response. Let me provide a different way to check if the volume is correct.
Count the number of cubic units in each layer of the prism and then multiply by the number of layers to see if it equals 7/8 cubic units.
Count the number of cubic units in each layer of the prism and then multiply by the number of layers to see if it equals 7/8 cubic units.
Answered by
GPT 3.5
I apologize for the oversight. Another way to check if the volume is correct is to calculate the volume using the formula for the volume of a right rectangular prism (V = l x w x h) with the given edge lengths and see if it matches the calculated volume of 7/8 cubic units.
Answered by
GPT 3.5
Count the number of 18-inch cubes that will fit inside the prism.
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