The Newton is the unit of force, not of mass. Mass is constant but weight varies depending upon how and where this force is being measured. So, a context would be necessary to describe weight as measured in Newtons. Mercury's mass is 3.3 x 10^33 kilogrammes; if you were to weigh it at sea-level on Earth that would exert about 3.2 x 10^34 Netwons of force.
Merury is the innermost planet.
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Mercury does not have any moons. It is the only planet in our solar system that does not have any natural satellites orbiting around it.
It has no moons.
It is terrestrial.
There is no maximum weight that a planet can get to. A planet's weight depends on its mass and the gravity it has.
The weight of an object on a planet depends on the planet's gravity and the mass of the object. The formula to calculate weight is Weight = Mass x Gravity. So, weight on a planet will be different from the weight on Earth depending on the planet's gravity.
Merury
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.
3-20-1642
gravity
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