A model shows that the moon has grown to twice its size, yet it has remained in the same place. Which statement below best explains how this would impact the gravity between Earth and the moon?
An increase in mass of an object would cause an increase in gravity between the two objects.
An increase in mass of an object would cause a decrease in gravity between the two objects.
An increase in mass of an object would nothing to change between the gravity of the two objects.
An decrease in mass of an object would cause an increase in gravity between the two objects.
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Answer: An increase in mass of an object would cause an increase in gravity between the two objects.
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An increase in mass of an object would cause an increase in gravity between the two objects.
To determine the impact on gravity between Earth and the moon, we need to understand the relationship between mass and gravity.
According to Newton's law of universal gravitation, the gravitational force between two objects is directly proportional to the product of their masses and inversely proportional to the square of the distance between them. In simpler terms, an increase in mass leads to an increase in gravitational force, while an increase in distance leads to a decrease in gravitational force.
In the given scenario where the moon has grown to twice its size but remains in the same place, the situation is best represented by an increase in mass while keeping the distance constant. Therefore, the statement that best explains the impact is:
An increase in mass of an object would cause an increase in gravity between the two objects.
As the moon's mass increases, the gravitational force between Earth and the moon will also increase.