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How do you calculate the volume of a mount?

Posted on December 28, 2022 by Author

How do you calculate the volume of a mount?

A mountain is more or less a big cone, and there is a formula for working out the volume of a cone: v = hπr2/3….Specifically you need to estimate:

  1. the cubic volume of an average mountain.
  2. the cubic volume of an average lorry load- the amount it can move.
  3. the average length of time to make a round trip of 20 miles.

How heavy is Mt Everest in KG?

The Everest is roughly a cone seven kilometers high with a base of seven kilometers. Volume is 270 cubic kilometers, or 270 billion cubic meters, which at a mean density of around three weight 810 trillion Kilograms.

How many cubic kilometers is Mount Everest?

Thus, the 60 km3 volume of human-built structures in the United States is far less than the 103–105 km3 volume of Mt. Everest.

What is the volume of Mount Fuji?

400 km3
It is the highest mountain in Japan, with an approximate volume of 400 km3 (including Komitake, Kofuji, and Shinfuji). Its basement rock is 50 km in diameter.

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How do you calculate the weight of a mountain?

For our 30 degree mountain the radius of the base r is root 3 times h so our formula simplifies to V = pi * h^3. Taking the height as 10000 ft we get V = 3.14 *10^12 cubic feet. A cubic foot of granite weighs about 170 lbs/ft^3, so the weight of our model mountain is about 530 * 10^12 lbs or 2.6 * 10^11 tons.

What is the weight of Mt Everest?

Most average mountains have weights that are in the billions of pounds. The estimated weight of the largest mountain, Mount Everest, is more than 350 trillion pounds.

How many pounds is Mount Everest?

How do you find the volume of a cone and cylinder together?

Starts here4:06Grade 9 How to Find Volume of Cylinder and Cone StructureYouTube

What is the volume of this oblique cone?

Formula for the volume of an oblique cone The same formula to calculate volume is used for both the regular cone and the oblique cone. You need π (Pi = ~ 3.14) over 3, then multiply by the radius to the power of two and finally multiply by the height.

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