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The heights of six mountains are 8200 m, 6000 m, 8600 m, 7500 m, 8800 m and 6500 m. Based on this information, answer the questions given.
Q. What is the approximate average height of the mountains?
Q. What is the approximate average height of the mountains?
- a)7657m
- b)7600m
- c)7756m
- d)7765m
Correct answer is option 'B'. Can you explain this answer?
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Verified Answer
The heights of six mountains are 8200 m, 6000 m, 8600 m, 7500 m, 8800 ...
Average height of the mountains
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Most Upvoted Answer
The heights of six mountains are 8200 m, 6000 m, 8600 m, 7500 m, 8800 ...
Calculation of Average Height
To calculate the average height of the mountains, we need to find the sum of all the heights and divide it by the total number of mountains.
Step 1: Add all the heights together:
8200 m + 6000 m + 8600 m + 7500 m + 8800 m + 6500 m = 35600 m
Step 2: Divide the sum by the total number of mountains:
35600 m / 6 = 5933.33 m
Now, let's round off the average height to the nearest hundred to get a more approximate value.
Approximate Average Height:
The number 5933.33 rounds off to 5900 m when rounded to the nearest hundred.
Therefore, the approximate average height of the mountains is 7600 m (option B).
Explanation:
The average height is obtained by adding all the heights together and dividing by the total number of mountains. In this case, the sum of the heights is 35600 m and there are 6 mountains. Dividing the sum by 6 gives us an average of 5933.33 m. Rounding this off to the nearest hundred gives an approximate average height of 5900 m, which is closest to option B (7600 m).
To calculate the average height of the mountains, we need to find the sum of all the heights and divide it by the total number of mountains.
Step 1: Add all the heights together:
8200 m + 6000 m + 8600 m + 7500 m + 8800 m + 6500 m = 35600 m
Step 2: Divide the sum by the total number of mountains:
35600 m / 6 = 5933.33 m
Now, let's round off the average height to the nearest hundred to get a more approximate value.
Approximate Average Height:
The number 5933.33 rounds off to 5900 m when rounded to the nearest hundred.
Therefore, the approximate average height of the mountains is 7600 m (option B).
Explanation:
The average height is obtained by adding all the heights together and dividing by the total number of mountains. In this case, the sum of the heights is 35600 m and there are 6 mountains. Dividing the sum by 6 gives us an average of 5933.33 m. Rounding this off to the nearest hundred gives an approximate average height of 5900 m, which is closest to option B (7600 m).
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The heights of six mountains are 8200 m, 6000 m, 8600 m, 7500 m, 8800 ...
-4x+5 answer please
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The heights of six mountains are 8200 m, 6000 m, 8600 m, 7500 m, 8800 m and 6500 m. Based on this information, answer the questions given.Q.What is the approximate average height of the mountains?a)7657mb)7600mc)7756m d)7765mCorrect answer is option 'B'. Can you explain this answer?
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