A bar graph showing the heights of six mountain peaks. Write the ratio of the heights of the highest peak and the lowest peak:
22:15
The bar graph displays the heights of six mountain peaks. To find the ratio of the highest peak to the lowest peak, we first need to determine the heights of these peaks from the bar graph.
From the image , we can observe that the highest peak has a height of 22 units, and the lowest peak has a height of 15 units.
Therefore, the ratio of the heights of the highest peak to the lowest peak is 22:15.
In summary: The solution involves carefully examining the provided bar graph to extract the necessary data (heights of the highest and lowest peaks). The ratio is then constructed by expressing the height of the highest peak as the numerator and the height of the lowest peak as the denominator. Understanding how to interpret bar graphs is crucial for solving this type of problem. The precise values from the graph are essential for calculating the correct ratio. Any misinterpretation of the graph's data will lead to an incorrect answer. Accurate reading and interpretation of visual data is key to success.
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