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Coulomb's law and Newton's law of universal gravitation appear to be similar In what ways are the electrical and gravitational forces similar?
The electrical and gravitational forces are similar in that they both follow an inverse square law, meaning the strength of the force decreases with the square of the distance between the two interacting objects. Both forces are attractive, with opposite charges attracting in the case of electrical forces and masses attracting in the case of gravitational forces.
Electrical and gravitational forces follow similar equations with one main difference?
Both electrical and gravitational forces follow an inverse square law, where the force decreases with the square of the distance between the objects. However, electrical forces can be attractive or repulsive depending on the charges of the objects involved, while gravitational forces are always attractive and only dependent on the masses of the objects.
Does gravitational and electrical forces depend on a physical property of objects?
If there is a single property of physical objects upon which both electrical and gravitational forces depend it is the property of mass. Without mass, there is no gravity. Likewise, without mass, the are no sources for electrical fields or apparatus for separating and transmitting charges.
Are gravitational forces identical to electrostatic forces?
No, gravitational forces are caused by the mass of an object, while electrostatic forces are caused by the electric charge of an object. While both forces follow an inverse square law, they arise from different properties of matter.
Is there any distance at which the gravitational force between two electrons is greater than the electric force between them?
No. Both forces obey an inverse-square law, so the ratio of electric to gravitational force will always be the same, for the same pair of particles - no matter the distance.No. Both forces obey an inverse-square law, so the ratio of electric to gravitational force will always be the same, for the same pair of particles - no matter the distance.No. Both forces obey an inverse-square law, so the ratio of electric to gravitational force will always be the same, for the same pair of particles - no matter the distance.No. Both forces obey an inverse-square law, so the ratio of electric to gravitational force will always be the same, for the same pair of particles - no matter the distance.
Coulomb's law and Newton's law of universal gravitation appear to be similar In what ways are the electrical and gravitational forces similar?
The electrical and gravitational forces are similar in that they both follow an inverse square law, meaning the strength of the force decreases with the square of the distance between the two interacting objects. Both forces are attractive, with opposite charges attracting in the case of electrical forces and masses attracting in the case of gravitational forces.
Electrical and gravitational forces follow similar equations with one main difference?
Both electrical and gravitational forces follow an inverse square law, where the force decreases with the square of the distance between the objects. However, electrical forces can be attractive or repulsive depending on the charges of the objects involved, while gravitational forces are always attractive and only dependent on the masses of the objects.
Does gravitational and electrical forces depend on a physical property of objects?
If there is a single property of physical objects upon which both electrical and gravitational forces depend it is the property of mass. Without mass, there is no gravity. Likewise, without mass, the are no sources for electrical fields or apparatus for separating and transmitting charges.
Are gravitational forces identical to electrostatic forces?
No, gravitational forces are caused by the mass of an object, while electrostatic forces are caused by the electric charge of an object. While both forces follow an inverse square law, they arise from different properties of matter.
How does gravitational force get weaker?
By the inverse square
What does the inverse-square law tell you about the relationship between force and distance?
The inverse-square law applies to gravitational and electrical forces. An inverse-square law tells you:That the force is inversely proportional to the square of the distance.That means that if the distance is increased by a factor "n", the force is decreased by a factor "n2".For example, if you increase the distance by a factor of 10, the force will decrease by a factor of 102 = 10 x 10 = 100.
Why inverse square law can not be verified?
The inverse square nature of both electrostatic and gravitational forces is easily verified, in theory and by observation, both in the laboratory and throughout the solar system. If you have any difficulty verifying it, then you're just not trying.
Is there any distance at which the gravitational force between two electrons is greater than the electric force between them?
No. Both forces obey an inverse-square law, so the ratio of electric to gravitational force will always be the same, for the same pair of particles - no matter the distance.No. Both forces obey an inverse-square law, so the ratio of electric to gravitational force will always be the same, for the same pair of particles - no matter the distance.No. Both forces obey an inverse-square law, so the ratio of electric to gravitational force will always be the same, for the same pair of particles - no matter the distance.No. Both forces obey an inverse-square law, so the ratio of electric to gravitational force will always be the same, for the same pair of particles - no matter the distance.
What is the relationship exhibited on a gravitational force vs distance graph?
On a gravitational force vs distance graph, the relationship exhibited is an inverse square relationship. This means that as the distance between two objects increases, the gravitational force between them decreases proportionally to the square of the distance.
What comparable property underlies electrical forces?
They are sort of unrelated; gravity is caused by masses, electrical forces are caused by electrical charges. Scientists are still trying to find a single underlying principle that explains all four basic forces of nature.Both gravity and electrical forces act at arbitrarily large distances. Both have an inverse-square law. Gravity can only be attractive. Electrical forces can be both attractive and repulsive.
How are electric and magnetic forces similar to gravitational force?
Electric, magnetic, and gravitational forces are all fundamental forces of nature that act over a distance between objects. They all follow the inverse square law, meaning the force weakens as the distance between objects increases. Additionally, they are all vector forces, meaning they have both magnitude and direction.
Is there a less gravitational pull the further you get from the sun?
Yes, gravity decreases by the square of the distance (inverse square priniple?)
