The graph shows the population in the United States of small, medium, and large pet dogs from 1999 to 2013. Assuming that all dogs fit into one of these categories and that each dog fits in only one category, which of the following statements about the population of pet dogs during this time period is supported by the data in the graph?
In 2013, there were more pet dogs in the United States than there were in 1999.
The data in the graph indicates a consistent increase in the overall population of pet dogs from 1999 to 2013, confirming that the number of pet dogs in 2013 exceeded that of 1999.
This statement is supported by the graph, which shows a steady upward trend in the total population of pet dogs over the years, clearly indicating an increase by 2013 compared to 1999.
While the graph may show variations in the populations of large dogs, it does not explicitly state that these fluctuations are greater than those of small or medium dogs. Therefore, this statement cannot be confidently confirmed.
The graph indicates that small and medium dog populations did not have equal values in 2005; rather, there was a noticeable difference between the two categories. Thus, this statement is not supported by the data.
The actual data from the graph shows that the population of medium dogs in 2010 does not align with the stated figure of 24 million, indicating that this statement is inaccurate.
The question specifies data only up to 2013, making it impossible to determine any trends or population changes beyond that year. Therefore, this statement cannot be supported.
The analysis of the graph indicates a clear increase in the total population of pet dogs in the United States from 1999 to 2013, making option A the only valid choice. Other statements either lack sufficient evidence from the graph or are factually incorrect based on the provided data. Understanding these trends helps in comprehending the overall dynamics of pet ownership in that period.
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