What is the weight of 60 kg man on Mars?

In order to continue enjoying our site, we ask that you confirm your identity as a human. Thank you very much for your cooperation.

Whenever we step on a scale and see our weight, we are seeing how the force of Earth’s gravity pushes us down. In the vacuum of space where there is no gravity pushing you down, you weigh nothing. Since every planet has a different mass, the strength of gravity is different on each planet. Thus, your weight will be different on every planet. Although your weight is dependent upon a planet’s surface gravity, your mass remains the same regardless of where you are. Thus, you can use your mass along with a planet’s surface gravity to determine how much you would weigh on another planet. Your weight is equal to your mass multiplied by the surface gravity of the planet you’re standing on. The formula goes: Weight = Mass x Surface Gravity.

Weight On The Inner Planets

What is the weight of 60 kg man on Mars?
Earth has the highest surface gravity of all the rocky planets, and thus our weight on Earth is higher than on any of the other rocky worlds. Image credit: NASA

Earth has the highest surface gravity of the inner rocky worlds, and so your weight on Earth will be higher than on Mercury, Venus, or Mars. For example, if you weigh 60-kilograms on Earth, you would weigh 22.8- kilograms on Mars, equivalent to 50-pounds. Using the formula already provided, we can see how we get this number. With a mass of 60-kilograms and a surface gravity on Mars of 0.38, we can multiply these two numbers together to get 22.8-kilograms. On Mercury, a 60-kilogram person would weigh about the same as they would on Mars, while on Venus they would weigh 54.6-kilograms. 

Weight On The Outer Planets

What is the weight of 60 kg man on Mars?
Each of the outer gas giants placed side by side. Image credit: NASA

The surface gravity of the gas giants is far higher than on the much smaller, rocky worlds, and so your weight on some of the gas giants would be quite high. For example, a 60-kilogram person on Jupiter would weigh over 140-kilograms on Jupiter, equivalent to 308-pounds. Again, we get this number by multiplying 60-kilograms by the surface gravity of Jupiter, which is 2.34. 60 multiplied by 2.34 is 140. Interestingly, your weight on Saturn and Uranus would actually be lower than it is on Earth, and that is due to the fact that they have lower densities than our world. 

Weight Of 60-Kilogram Person On Each Planet

Planet Weight Of 60-Kilogram Person (132-pounds)

Mercury

22.8 Kilograms (50.2 pounds)

Venus

54.6 Kilograms (120.3 pounds)

Earth

60 Kilograms (132 pounds)

Mars

22.8 Kilograms (50.2 pounds)

Jupiter

140 kilograms (308 pounds)

Saturn

55.8 Kilograms (123 pounds)

Uranus 

55.2 Kilograms (121.7 pounds)

Neptune

67.2 Kilograms (148.2 pounds)

What is the weight of 60 kg man on Mars?

Text Solution

Solution : Data : `m_(1)=60kg, m_(2)=7.36xx10^(22)kg,` <br> `R=1.74xx10^(6)m, F = ?` <br> `F=(Gm_(1)m_(2))/(R^(2))` <br> `=(6.67xx10^(-11)xxN.m^(2)//kg^(2)xx60kgxx7.36xx10^(22)kg)/((1.74xx10^(6)m)^(2))` <br> `=97.29N` <br> On the moon's surface, the gravitational force on the man due to the moon `=97.29N.` <br> (2) Data : `m_(1)=60kg, m_(2)=6.4xx10^(23)kg,` <br> `R=3.395xx10^(6)m, F=?` <br> `F=(Gm_(1)m_(2))/(R^(2))` <br> `=(6.67xx10^(-11)N.m^(2)//kg^(2)xx60kgxx6.4xx10^(23)kg)/((3.395xx10^(6)m)^(2))` <br> `=222.2N` <br> On the surface of Mars, the gravitational force on the man due to Mars = 222.2 N. <br> (3) Data : `m_(1)=60kg, m_(2)=1.9xx10^(27)kg,` <br> `R=7.15xx10^(7)m, F=?` <br> `F=(Gm_(1)m_(2))/(R^(2))` <br> `=(6.67xx10^(-11)N.m^(2)//kg^(@)xx60kgxx1.9xx10^(27)kg)/((7.15xx10^(7)m)^(2))` <br> = 1487 N <br> On the surface of Jupiter, hte gravitational force on the man due to Jupiter = 1487 N. <br> Thus, the force on the man are not the same because the ratio `(M//R^(2))` is not the same in the case of the moon, Mars nad Jupiter.

Your Weight on Other Planets

How much you weigh depends on your mass, the mass of the planet, and the distance you are from the center of the planet.

Since the various planets in our Solar System are different sizes, you will weigh less or more depending on the planet you are on.

Note: Technically, the sun and Earth's moon are not called planets. This page should probably be titled Your weight on other heavenly bodies.

Enter your weight in any unit you wish, the output will be in the same unit.

Much of the Data used for these conversions came from Exploratorium. I encourage you to visit them for research on our solar system.

Before we get into the subject of gravity and how it acts, it's important to understand the difference between weight and mass.

We often use the terms "mass" and "weight" interchangeably in our daily speech, but to an astronomer or a physicist they are completely different things. The mass of a body is a measure of how much matter it contains. An object with mass has a quality called inertia. If you shake an object like a stone in your hand, you would notice that it takes a push to get it moving, and another push to stop it again. If the stone is at rest, it wants to remain at rest. Once you've got it moving, it wants to stay moving. This quality or "sluggishness" of matter is its inertia. Mass is a measure of how much inertia an object displays.

Weight is an entirely different thing. Every object in the universe with mass attracts every other object with mass. The amount of attraction depends on the size of the masses and how far apart they are. For everyday-sized objects, this gravitational pull is vanishingly small, but the pull between a very large object, like the Earth, and another object, like you, can be easily measured. How? All you have to do is stand on a scale! Scales measure the force of attraction between you and the Earth. This force of attraction between you and the Earth (or any other planet) is called your weight.

If you are in a spaceship far between the stars and you put a scale underneath you, the scale would read zero. Your weight is zero. You are weightless. There is an anvil floating next to you. It's also weightless. Are you or the anvil mass-less? Absolutely not. If you grabbed the anvil and tried to shake it, you would have to push it to get it going and pull it to get it to stop. It still has inertia, and hence mass, yet it has no weight. See the difference?

The Relationship Between Gravity and Mass and Distance

As stated above, your weight is a measure of the pull of gravity between you and the body you are standing on. This force of gravity depends on a few things. First, it depends on your mass and the mass of the planet you are standing on. If you double your mass, gravity pulls on you twice as hard. If the planet you are standing on is twice as massive, gravity also pulls on you twice as hard. On the other hand, the farther you are from the center of the planet, the weaker the pull between the planet and your body. The force gets weaker quite rapidly. If you double your distance from the planet, the force is one-fourth. If you triple your separation, the force drops to one-ninth. Ten times the distance, one-hundredth the force. See the pattern? The force drops off with the square of the distance. If we put this into an equation it would look like this:

What is the weight of 60 kg man on Mars?

What is the weight of 60 kg man on Mars?

The two "M's" on top are your mass and the planet's mass. The "r" below is the distance from the center of the planet. The masses are in the numerator because the force gets bigger if they get bigger. The distance is in the denominator because the force gets smaller when the distance gets bigger. Note that the force never becomes zero no matter how far you travel. Perhaps this was the inspiration for the poem by Francis Thompson:

All things by immortal power near or far to each other hiddenly linked are. That thou cans't not stir a flower

without troubling a star.

What is the weight of 60 kg man on Mars?

Isaac Newton

This equation, first derived by Sir Isaac Newton, tells us a lot. For instance, you may suspect that because Jupiter is 318 times as massive as the Earth, you should weigh 318 times what you weigh at home. This would be true if Jupiter was the same size as the Earth. But, Jupiter is 11 times the radius of the Earth, so you are 11 times further from the center. This reduces the pull by a factor of 112 resulting in about 2.53 times the pull of Earth on you. Standing on a neutron star makes you unimaginably weighty. Not only is the star very massive to start with (about the same as the Sun), but it is also incredibly small (about the size of San Francisco), so you are very close to the center and r is a very small number. Small numbers in the denominator of a fraction lead to very large results!