How Much Would You Weigh on Other Planets? The Surprising Answers
The Ultimate Guide to Planetary Weight: How Gravity Affects You
Lets imagine that your weight on earth is 70 Kg. In this article we will calculate the weight of 70 Kg on Earth for the same person if he/she would live on the following planets.
Mars
If your weight on Earth is 70 kg, your weight on Mars would be approximately 26.4 kg. This is because the gravitational pull on Mars is weaker than on Earth, causing objects and people to weigh about 37.83% of their weight on Earth.
The Moon
If your weight on Earth is 70 kg, your weight on the Moon would be approximately 11.6 kg. This is because the Moon has a weaker gravitational pull than Earth.
Jupiter
To find out your weight on Jupiter. Your weight on Jupiter would be 179.07 kg. This means that you would weigh 2.53 times more on Jupiter than you do on Earth. It is important to note that your weight may slightly differ on Earth depending on your position, as there is a slight difference in gravitational force between the poles and the equator due to centrifugal force.
Mercury
Your weight on Mercury would be approximately 26.5 kg. This is because Mercury's gravity is only 38% as strong as Earth's gravity.
Saturn
Your weight on Saturn would be approximately 74.6 kg.
Venus
Assuming your weight on Earth is 70 kg, your weight on Venus would be approximately 63.3 kg.
Neptune
If your weight on Earth is 70 kg, your weight on Neptune would be approximately 88.4 kg. This is because Neptune has a greater mass and larger radius than Earth, resulting in a stronger gravitational force and higher weight.
Sun
Your weight on the Sun would be much higher than on Earth due to the Sun's massive gravitational force. However, it's important to note that it's impossible for humans to stand on the Sun's surface as it's a giant ball of gas and plasma. But, if we assume that you could stand on the Sun, your weight would be approximately 1,904.8 kg (4,198.5 lbs) because the surface gravity on the Sun is about 28 times that of Earth's surface gravity.
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