Mathematics: Olympus Mons s peak rises 25 km above the surface of the planet Mars. The diameter of Mars is approximately 6794 km. What is the distance from the peak of Olympus Mons to the horizon to the nearest kilometer?

Olympus Mons s peak rises 25 km above the surface

Ответ:

lilcaleb501

13.02.2022

Mathematics

1.17*10^14 km

Step-by-step explanation:

kindly find attached the image for your reference

Step one:

The diameter of Mars is approximately 6794 km

hence the radius is = 6794/2= 3397km

Step two:

Use the Pythagorean Theorem

$x^2 + 3397^2 = (3397 + 25)^2\\\\$

$x^2 + 11539609 = (11710084)^2\\\\x^2 + 11539609 = (11710084)^2\\\\x^2= (11710084)^2-11539609 \\\\x^2= 1.37*10^14-11539609 \\\\x^2=1.37*10^14\\\\x= √1.37*10^14\\\\x=1.17*10^14 km$

Olympus Mons's peak rises 25 km above the surface of the planet Mars. The diameter of Mars is approx

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Ответ:

Wolfy07

08.06.2021

Mathematics

They are related because if you have 63% the decimal form of that would be 0.63. Percent means " per one hundred". Hopes this helps. :)

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Olympus Mons's peak rises 25 km above the surface of the planet Mars. The diameter of Mars is approximately 6794 km. What is the distance from the peak of Olympus Mons to the horizon to the nearest kilometer?

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