Final Answer:
Heights are more variable than ages for all pitchers on this team.
So.the correct statement is C.
Step-by-step explanation:
The conclusion is drawn from the given options that suggest the level of variability in ages and heights among pitchers on the team. Option C indicates that heights have more variability than ages suggesting that the range of heights among pitchers is more diverse compared to their ages.
This conclusion is based on the assumption that variability refers to the spread or range of values within each attribute. In the absence of specific statistical measures or data we make an inference based on the language used in the options.
The suggests a comparison between the variability of heights and ages and the conclusion leans towards heights being more varied. This is a logical deduction considering that heights can vary significantly among individuals whereas ages might have a more limited range within a specific team.
Understanding variability in data involves statistical concepts such as range standard deviation and variance.
These measures provide more precise insights into the spread of values within a dataset offering a more nuanced understanding of the datas distribution and characteristics.
So.the correct statement is C.