Answer:
ps mark my brainliest
Explanation:
The mass of Earth is 5.98x10^24 kg and the mass of the sun is 330,000 times greater than the mass of Earth. If the center of Earth is, on average, 1.495x10^11 m from the center of the Sun, calculate the magnitude of the gravitational force the Sun exerts on Earth.01-Mar-2017
Answer:
A. pumping the brake pedal .... to build up brake fluid pressure
Explanation:
Actually, that is what you should do SECOND.
The FIRST thing to do is downshift to a lower gear.
Mainly, the mass of a planet doesn't matter, considering many planets are made up of gas, and how in different situations, atmospheres can be destroyed (The Sunburnt off Mercury's Atmosphere). However, in some cases, the planet can be in a good situation on the galactic map and have great conditions for an atmosphere, such as Earth. In which case, the mass of an object can attract a smaller object, causing gravity. Therefore, the bigger the mass of a planet when in right and specific conditions, the more atmosphere it can attract, if there is any floating by the planet.
If it is bigger it will have more gravitational influence and therefore gather more gases.
