The table below shows Herman's mass and the mass of different planets in our solar system.
If Herman were to stand on each planet, which list correctly orders the planets from most gravitational force to least gravitational force?
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1 point
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Earth, Mars, Venus
Earth, Venus, Mars
Venus, Mars, Earth
Venus, Earth, Mars
The correct answer is: Venus, Earth, Mars
To determine the correct order of planets based on the gravitational force experienced by Herman, we need to consider the mass of each planet. The greater the mass of the planet, the stronger the gravitational force. The table below shows the order of planets from most gravitational force to least gravitational force based on their masses:
1. Earth
2. Venus
3. Mars
Therefore, the correct order of planets from most gravitational force to least gravitational force would be:
Earth, Venus, Mars
To correctly order the planets from most gravitational force to least gravitational force, we need to consider the mass of each planet.
The gravitational force between two objects is directly proportional to the product of their masses, and inversely proportional to the square of the distance between them. Therefore, the greater the mass of a planet, the stronger its gravitational force.
Since we have the mass of Herman and the masses of the planets, we can compare the masses to determine the correct ordering.
Without the provided masses, it is not possible to determine the correct answer. Please provide the masses for Herman and each of the planets in order to proceed with the calculation.