A bar graph titled; Cars Sold Per Month. The vertical axis is labeled: Number of Cars Sold and is numbered from 50 to 62 with an interval of 2. Horizontal axis is labeled: Month. The bar for January ends at 52. The bar for February ends between 54 and 56, The bar for March ends at 58. The bar for April ends at 62.The horizontal axis is labeled Month. The vertical axis is labeled Number of cars sold. The bar labeled January has a height of 52. The bar labeled February has a height of 55. The bar labeled March has a height of 58. The bar labeled April has a height of 62.
Use the graph to answer the question.
What is one way to make this graph less misleading?
A. Use wider bars for each month.
B. Start the y-axis at 50 and use an interval of 1.
C. Use different colors for each month.
D. Start the y-axis at zero and use an interval of 5 or 10.
I use Pearson
To make the graph less misleading, the correct option would be D. Start the y-axis at zero and use an interval of 5 or 10.
Explanation:
The current graph starts the vertical axis (y-axis) at 50 and uses an interval of 2, which creates an illusion that the differences between the bars are large. By starting the y-axis at zero and using a larger interval (5 or 10), the scale of the graph would be more proportional to the actual values.
This adjustment would provide a clearer representation of the proportional differences in the number of cars sold per month. It would also avoid exaggerating the increases between the months, making the graph more accurate and less misleading.