Question
An ice sculpture is used as a centerpiece at a banquet. Once the sculpture is removed from the freezer it begins to melt. The height of the sculpture can be represented by the function , as shown on the graph.
Which of the following statements is a correct interpretation of the function representing the height of the sculpture?
A.
The initial height of the sculpture is 2 inches.
B.
The sculpture melts 2 inches each hour.
C.
It takes 2 hours for the sculpture to melt completely.
D.
It takes the sculpture 24 hours to melt completely.
Answers
GPT-4o mini
To accurately interpret the function representing the height of the sculpture based on the graph you mentioned, we would typically examine the specific points and characteristics of the function shown. However, since I can't see the graph, I can guide you based on common interpretations of similar problems.
Here’s how each statement relates to typical interpretations of height functions over time:
A. **The initial height of the sculpture is 2 inches.**
- This would be true if the graph starts at a height of 2 when time (x-axis) is 0.
B. **The sculpture melts 2 inches each hour.**
- This would be true if the height of the sculpture decreases by 2 inches for each hour on the graph.
C. **It takes 2 hours for the sculpture to melt completely.**
- This statement would be true if the height reaches 0 after 2 hours on the graph.
D. **It takes the sculpture 24 hours to melt completely.**
- This is valid if the graph indicates that the height reaches 0 after 24 hours.
Without seeing the graph, I can't tell you which statement is correct. However, you should choose the statement that correctly represents the information visually indicated on the graph regarding the height of the sculpture over time.
If you have details from the graph or more context about its parameters, I can help you determine the correct interpretation!
Here’s how each statement relates to typical interpretations of height functions over time:
A. **The initial height of the sculpture is 2 inches.**
- This would be true if the graph starts at a height of 2 when time (x-axis) is 0.
B. **The sculpture melts 2 inches each hour.**
- This would be true if the height of the sculpture decreases by 2 inches for each hour on the graph.
C. **It takes 2 hours for the sculpture to melt completely.**
- This statement would be true if the height reaches 0 after 2 hours on the graph.
D. **It takes the sculpture 24 hours to melt completely.**
- This is valid if the graph indicates that the height reaches 0 after 24 hours.
Without seeing the graph, I can't tell you which statement is correct. However, you should choose the statement that correctly represents the information visually indicated on the graph regarding the height of the sculpture over time.
If you have details from the graph or more context about its parameters, I can help you determine the correct interpretation!