Based on your description of the graph, it appears to be focused on a specific range for both the x-axis (time in days) and the y-axis (height in cm).
- The x-axis shows time in days and you indicated that the graph ends at 10, which suggests the domain is from 0 to 10.
- The y-axis reflects height in cm, starting from 1 and only includes multiples of 2 until it reaches 10, which again restricts the range.
Given the structure you've described, the correct intervals for both the domain and range of the graph would likely be:
- Domain (x-axis): 0 to 10 (denoted as [0, 10])
- Range (y-axis): Since the y-values only include multiples of 2 between 1 and 10, the plausible y-values would be 2, 4, 6, 8, 10.
If we assess the answers provided:
- 0, infinity - Not plausible due to finite limits.
- 1, 8 - Not the range based on the growth of the plant.
- 0, 10 - This is a potential domain for x (time).
- 10, 135 - The y-values do not go that high.
- 7, 25 - Unrelated in the context given.
- 0, 5 - Not plausible for the full range.
- 0, 8 - Relevant as a potential range or domain.
- 1, 8 - Similar to above.
- 1, 9 - Not adhering to multiples of 2.
- 0, 20 - Not applicable, as it exceeds the limits observed.
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- As x arrow -infinity arrow -infinity; as x arrow +infinity, y arrow + infinity - Incorrect based on parameters.
- (- infinity, + infinity) - Also incorrect, as both axes have definitive limits.
- As x arrow - infinity, y arrow + infinity; as x arrow + infinity, y arrow - infinity - Incorrect as well.
From these, the statement "0, 10" fits for domain (x-axis), and the sequence of multiples you've described suggests the relevant range could be from 1 to 10 in multiples of 2 (however this isn't directly listed in your options).
If looking for the closest relevant response to what you've described, "0, 10" as the domain would be the most fitting choice based on the information provided.
32 answers