Decide whether the following statement makes sense (or is clearly true) or does not make sense (or is clearly false), Explain your reasoning. Your bar graph must be wrong, because you have 12 bars, but there were only 6 data categories. Choose the correct answer below. A. The statement does not make sense because a bar graph is only wrong when the size of the bars is incorrect. B. The statement makes sense because there should be fower bars than categories. C. The statement does not make sense because when making a bar graph, you can have as many bars as you want. D. The statement makes sense because there should be exactly one bar per category.
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C. The statement does not make sense because when making a bar graph, you can have as many bars as you want. In bar graphs, multiple bars can be used to represent different aspects of the same category or to display data granularity, such as comparing sub-categories within the main categories. Therefore, having 12 bars isn’t inherently wrong; it just indicates that the data representation might be layered or detailed. D. The statement makes sense because there should be exactly one bar per category. However, this can be a common misconception. While a typical bar graph displays one bar per category, it's perfectly valid to have multiple bars representing different datasets or dimensions within those categories—leading to a richer analysis of the data presented!
