Mount Everest is 8,850 m above sea level: The deepest point of the Mariana Trench is 11,034 m below sea level What is the total height change from the top of Mount Everest to the bottom of the Mariana Trench in miles? 11.17 mi 136 mi 8.42 mi 12.36 mi 19.88 mi
The Correct Answer and Explanation is:
To find the total height change from the top of Mount Everest to the bottom of the Mariana Trench, you need to combine the elevation above sea level and the depth below sea level. Here’s how to calculate it:
- Mount Everest: The height of Mount Everest is 8,850 meters above sea level.
- Mariana Trench: The depth of the Mariana Trench is 11,034 meters below sea level.
To find the total height change, you need to add the height above sea level to the depth below sea level. Since the trench is below sea level, it’s effectively a negative value, so:Total height change=8,850 m+11,034 m=19,884 m\text{Total height change} = 8,850 \, \text{m} + 11,034 \, \text{m} = 19,884 \, \text{m}Total height change=8,850m+11,034m=19,884m
Now, to convert meters into miles:1 mile=1,609.34 meters1 \, \text{mile} = 1,609.34 \, \text{meters}1mile=1,609.34meters
So, to convert 19,884 meters into miles:19,884 m1,609.34 m per mile≈12.36 miles\frac{19,884 \, \text{m}}{1,609.34 \, \text{m per mile}} \approx 12.36 \, \text{miles}1,609.34m per mile19,884m≈12.36miles
Thus, the total height change is 12.36 miles.
Answer: 12.36 mi
Explanation:
This is a simple application of basic math: you are combining the height above sea level and the depth below sea level, then converting the result from meters to miles. The large number shows just how vast the range between the highest and lowest points on Earth truly is.
