It would be more proper to ask, "What is the mass of planet Earth?"1 The quick answer to that is: approximately 6,000,000,000,000 ,000,000,000,000 (6E+24) kilograms.
To find the weight of the elephant on Planet B, we can use the ratio given. If the weight on Planet A is 4700 pounds, and the ratio of weight on Planet A to Planet B is 100 to 3, we can set up the equation: [ \frac{4700}{\text{Weight on Planet B}} = \frac{100}{3} ] Cross-multiplying gives us: [ 100 \cdot \text{Weight on Planet B} = 4700 \cdot 3 ] Solving for the weight on Planet B: [ \text{Weight on Planet B} = \frac{4700 \cdot 3}{100} = 141 ] Thus, the elephant weighs 141 pounds on Planet B.
No, your mass does not change from planet to planet; it remains constant regardless of location. Mass is a measure of the amount of matter in an object, while weight is the force exerted by gravity on that mass. Since different planets have different gravitational forces, your weight will vary depending on the planet, but your mass will stay the same.
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.
jupiter
Jupiter is the planet that can double your weight due to its strong gravitational pull. It has a mass much greater than Earth, making your weight heavier if you were to stand on its surface.
There is no maximum weight that a planet can get to. A planet's weight depends on its mass and the gravity it has.
To find the weight of the elephant on Planet B, we can use the ratio given. If the weight on Planet A is 4700 pounds, and the ratio of weight on Planet A to Planet B is 100 to 3, we can set up the equation: [ \frac{4700}{\text{Weight on Planet B}} = \frac{100}{3} ] Cross-multiplying gives us: [ 100 \cdot \text{Weight on Planet B} = 4700 \cdot 3 ] Solving for the weight on Planet B: [ \text{Weight on Planet B} = \frac{4700 \cdot 3}{100} = 141 ] Thus, the elephant weighs 141 pounds on Planet B.
gravity
The weight of an object on the surface of a planet with radius r is determined by the planet's mass and the object's distance from the planet's center. The weight can be calculated using the formula W (G M m) / r2, where W is the weight, G is the gravitational constant, M is the planet's mass, m is the object's mass, and r is the radius of the planet.
The most massive planet is Jupiter, 318 time the mass of the Earth.
Need the starting weight.
The mass and weight of the object classifies the object as a planet. For example Pluto's mass and weight proved to be too small for a planet therefore, it classifies as a dwarf planet.
The mass of the object remains the same since it is a measure of the amount of matter in an object, but the weight changes because weight is dependent on gravity, which varies from planet to planet. If the gravitational force on the new planet is different than on Earth, the weight of the object will be different.
Jupiter
The maximum weight of the dumbbells available at Planet Fitness is typically 75 pounds.
The importantidea here is a planet's "surface gravity". That's the measure of the planet's gravitational "pull"at its surface. The larger this number, the heavier the weight ofan object on the surface of the planet. For example, the "surface gravity" on Mars is only 38% of the Earth's. So, if you could be on the surface of Mars, your weight would be 38% of your weight on Earth.
No, your mass does not change from planet to planet; it remains constant regardless of location. Mass is a measure of the amount of matter in an object, while weight is the force exerted by gravity on that mass. Since different planets have different gravitational forces, your weight will vary depending on the planet, but your mass will stay the same.