The gravitational potential energy between an object and the Earth depends on the mass of the object, the acceleration due to gravity, and the distance between the object and the Earth's center. This potential energy is stored in the object because of its position in the Earth's gravitational field.
There are two factors that affect the gravitational attraction between two objects. The mass of each object and the distance between their centers of mass are the factors that affect the attraction.
The acceleration due to gravity (what you meant?) is calcuable from g = GM/r^2. G is a constant. M is the mass of the object defining the gravitational field. R is the distance between the center of the object defining the gravitational field and the object seeing the field. So, two factors: the mass M and the distance r. The force due to gravity depends on 3 factors. Fg = m*g. M is the mass of the object seeing the gravitational field of the object with mass M (one factor) and g is as above (two factors) -> 3 factors total. Of course the mass m is also exerting a gravitational force on the object of mass M.
The two main factors that affect gravity are the mass of the objects involved and the distance between them. The gravitational force between two objects increases with the mass of the objects and decreases with the distance between them.
The value of gravity depends on the mass of the Earth and the distance from the center of the Earth. Gravity is weaker at higher altitudes because you are farther from the Earth's center, and it is stronger at higher latitudes near the poles due to the oblong shape of the Earth.
There is limited scientific evidence to suggest a direct correlation between phases of the moon and weather patterns. While some studies have shown a weak connection between the two, meteorologists primarily rely on other atmospheric factors to forecast weather. The moon's gravitational pull does influence tides but its impact on weather is not well-established.
Gravitational potential energy depends on an object's mass and its height above a reference point, such as the ground. The greater the mass and height of an object, the higher its gravitational potential energy.
The strength of a gravitational force between two objects depends on their masses and the distance between them. The greater the masses of the objects and the shorter the distance between them, the stronger the gravitational force.
The factors that determine gravitational potential energy are the object's mass, the acceleration due to gravity, and the height the object is raised to. Gravitational potential energy is directly proportional to the mass of the object and the height it is raised, and is also affected by the strength of the gravitational field.
mass m and height h Potential Energy = mgh where g is acceleration of gravity
Weight and height
Mass and height.
Height and mass
PE=mgh So the 2 factors that effect gravitational potential energy are: -Mass of the object. -The height of the object.
Mass and distance
The two variables that determine gravitational potential energy are height above earths surface mass (also air resistance may come into play but in physics friction and air resistance are usually ignored and)
The factors that determine the gravitational potential energy of an object are its mass, the acceleration due to gravity, and its height above a reference point. The gravitational potential energy of an object increases with mass, height, and strength of gravity.
The distance between and the mass of the two bodies are the main determining factors. Their masses and how far apart they are