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What else can I help you with?
What would happen to your mass and weight in a another planet?
Your mass would remain constant regardless of the planet you are on, as mass is a measure of the amount of matter in your body. However, your weight would change because weight depends on the gravitational force exerted on your mass, which varies from planet to planet. For instance, on a planet with stronger gravity, you would weigh more, while on a planet with weaker gravity, you would weigh less.
What happens to coefficient of friction when weight of body is doubled?
If the weight of a body is doubled, the coefficient of friction does not change. The coefficient of friction is a constant for a given pair of materials and surfaces, and it does not depend on the weight of the body.
Weight of the body at the center of the earth?
Here's a nice general rule to ponder: At the center of mass of any planet ... whichis the center of the planet if its mass is distributed uniformly and symmetrically ...the weight of any object due to gravitational attraction is zero.
How does your weight change while on a different planet?
Your weight, or any objects weight, is a function of your mass and the local gravitational force. Planets such as Mars and Mercury, or even the moon have much lower gravity, since these bodies are smaller and less massive. So your weight will be less, though your mass will remain the same. I will still be a 100kg man (my mass), but on Mercury I will weigh 38kg.
What weight you have in space?
Your weight in space would be different than on Earth due to the absence of gravity. In space, you would experience microgravity, which means you would feel weightless. This is because you would be in free fall around a larger body, like a planet or star.
How much pounds do you gain when you step onto venus?
You would actually lose weight on Venus. The planet has a lower pull of gravity. This power pull of gravity on the mass of your body means you would weight approximately 10% less.
What relationship is there between your weight on a planet and the height you can jump?
Your weight on a planet is determined by its gravitational pull, which affects how much force is exerted on your body. A higher weight due to stronger gravity typically means that you will jump lower because it requires more force to overcome that gravitational pull. Conversely, on a planet with weaker gravity, you would weigh less and could jump higher since less force is needed to lift your body off the ground. Therefore, there is an inverse relationship between your weight and your jump height relative to the gravitational strength of the planet.
What upper body workout options are available at Planet Fitness?
At Planet Fitness, you can find upper body workout options such as free weights, weight machines, and resistance bands.
When velocity of body is doubled?
If the velocity of a body is doubled, its kinetic energy will increase by a factor of four. This relationship is because kinetic energy is proportional to the square of the velocity. Additionally, the momentum of the body will also double.
What is your weight for each planet considering the surface gravity?
Based on surface gravity, your weight on each planet would be: Mercury: 38% of your weight on Earth Venus: 91% of your weight on Earth Mars: 38% of your weight on Earth Jupiter: 236% of your weight on Earth Saturn: 113% of your weight on Earth Uranus: 92% of your weight on Earth Neptune: 113% of your weight on Earth These values are approximate and assume a similar mass and body composition.
Can an object have zero weight?
Yes, weight depends on the gravity of the planet. The weight of an object is different on a planet with a different gravity. An object has zero weight in outer space. No! An object does not have zero weight in outer space. Why? Because gravity exists in outer space.
Is weight the product of mass and acceleration of free fall or the gravitational force of attraction on a body?
Weight is a force, specifically the force of a planet on a body near it. So like all forces, force is equal to mass * acceleration. It is also about equal to GMm/r^2 where G is the gravitational constant, M is the mass of the planet, m is the mass of the body, and r is the distance between the centers of the planet and the body.
