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Which planet is most similar to the earth in size volume mass density?
Venus is the planet most similar to Earth in size, mass, volume, and density. It is often referred to as Earth's "sister planet" due to these similarities despite having a very different atmosphere and surface conditions.
Is Mars heavier than Jupiter?
Jupiter is, by far, the largest and most massive of the planets. There is a nice little Fact Sheet provided by NASA in the related links. Here are the quantitative facts about size that most interesting to this question. Mass of Jupiter is 1899 x 10^24 kg. Mass of Earth is 5.97 x 10^24 kg. Mass of Mars is 0.642 x 10^24 kg. Diameter of Jupiter is 142,984 km Diameter of Earth is 12,756 km. Diameter of Mars is 6,792 km Volume Ratios Volume Jupiter/Volume Earth = (142,984/12,756 )^3 = 1,408 Volume Jupiter/Volume Mars = (142,984/ 6,792 )^3 = 9330 Volume Earth/Volume Mars = (12,756/ 6,792 )^3 = 6.6 Mass Ratios Mass Jupiter/Mass Earth = 1899 /5.97 = 318 Mass Jupiter/Mass Mars = 1899 /0.642 = 2,958 Mass Earth/Mass Mars = 5.97/0.642 = 9.3
Which of earth's layers is the thickest and contains most of earth's mass?
The mantle is the thickest layer of Earth, consisting of solid rock that makes up about 84% of the Earth's total volume. This layer is also where most of Earth's mass is concentrated, as it extends from the crust to the outer core.
What Earth layers make up the most percentage of earths mass?
The mantle and core make up the most percentage of Earth's mass. The mantle is the thickest layer and accounts for about 84% of Earth's total volume, while the core makes up about 32.5% of Earth's total mass.
What is the relation between mass of earth and its radius?
For any object, the mass is the product of its volume and its density. In the case of Earth, that would be the averagedensity. The volume, of course, can be calculated on the basis of its radius. Use the formula for a sphere; that's close enough for most purposes.
What is the mass volume and gravity of the planet Saturn?
Saturns mass is 5.6846 x 1026 kg, around 95 times the mass of the Earth. Saturns Volume is around 8.2713x 1014 cubic km, around 764 times that of Earths volume. Saturns gravitational strength at the equator is most similar to Earths at 1.065g.
Is Jupiter bigger than Mars?
Jupiter is, by far, the largest and most massive of the planets. There is a nice little Fact Sheet provided by NASA in the related links. Here are the quantitative facts about size that most interesting to this question. Mass of Jupiter is 1899 x 10^24 kg. Mass of Earth is 5.97 x 10^24 kg. Mass of Mars is 0.642 x 10^24 kg. Diameter of Jupiter is 142,984 km Diameter of Earth is 12,756 km. Diameter of Mars is 6,792 km Volume Ratios Volume Jupiter/Volume Earth = (142,984/12,756 )^3 = 1,408 Volume Jupiter/Volume Mars = (142,984/ 6,792 )^3 = 9330 Volume Earth/Volume Mars = (12,756/ 6,792 )^3 = 6.6 Mass Ratios Mass Jupiter/Mass Earth = 1899 /5.97 = 318 Mass Jupiter/Mass Mars = 1899 /0.642 = 2,958 Mass Earth/Mass Mars = 5.97/0.642 = 9.3
Where is the most volume at in earths layers?
Most of earth's volume has been scientifically proved to be in the earth's mantle.
Which layer has the greatest mass in the Earth?
its the mantle, taking up 82% of the Earth's volume with a 2900 km-thick shell.
How do you know an object has the most density?
An object has the most density when it has the greatest mass for its volume compared to other objects of the same material. Density is calculated as mass divided by volume, so the object with the most mass in the least volume will have the highest density.
What planet is most similar to Earth in mass and diameter?
Venus is most similar to Earth in terms of mass and diameter. Venus is almost the same size as Earth, with a diameter about 95% that of Earth, and its mass is about 81.5% of Earth's mass.
How do calculate volume in relation to density and mass?
To calculate volume based on density and mass, you can use the formula: Volume = Mass / Density Rearrange the formula to calculate volume by multiplying mass with reciprocal of density: Volume = Mass * (1 / Density)
