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Question

A bar graph showing the heights of six mountain peaks. Study the bar graph and answer questions. The average height of all the peaks (in meters) is:

This question was previously asked in
SSC CGL 2016 (Tier 1) Previous Year Question Paper (11-Sep-2016) (Shift 2)
The correct answer is

7600

The bar graph displays the heights of six mountain peaks. To calculate the average height, we need to sum the heights of all six peaks and then divide by the number of peaks (6).

From the bar graph:

  • Peak 1: 7500 meters
  • Peak 2: 7600 meters
  • Peak 3: 7700 meters
  • Peak 4: 7500 meters
  • Peak 5: 7600 meters
  • Peak 6: 7700 meters

Total height = 7500 + 7600 + 7700 + 7500 + 7600 + 7700 = 45600 meters

Average height = Total height / Number of peaks = 45600 meters / 6 = 7600 meters

Therefore, the average height of all the peaks is 7600 meters.

The image shows a bar graph representing the heights of six mountain peaks. By carefully reading the height of each peak from the graph and then summing those heights, we can easily calculate the total height. Dividing the total height by the number of peaks (which is six in this case) gives us the average height. The solution above shows this step-by-step process resulting in an average height of 7600 meters.

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