F = kq1q2/r2 where F is the coulomb force, k is coulomb's constant, q1 and q2 are the magnitudes of the charges and r is the distance between them.
Factors that affect Coulomb's Law includes the particle charge and the distance between the charges. Coulomb's Law states that the force between the charged particles is related to the amount of charge each of the particles carries.
When one charge doubles, the force it exerts on another charge also doubles according to Coulomb's law. This relationship is directly proportional in an inverse square manner, so if one charge increases its magnitude, the force it exerts on another charge will increase proportionally as well.
A coulomb is bigger. Please also note that a coulomb is defined as a POSITIVE charge, while an electron has a NEGATIVE charge. Anyway, the magnitude of a coulomb is much bigger than that of an electron.
The electric force is also dependent on the distance between two charges. This relationship is described by Coulomb's Law, which states that the force between two charges decreases as the distance between them increases.
The amount of charge in 1 Coulomb is exactly 1 Coulomb of charge. That's true whether the charge is positive or negative.
One coulomb of charge is equivalent to 1 volt in an electric circuit. This relationship between charge and voltage is governed by Ohm's Law, which defines the relationship between voltage, current, and resistance in a circuit.
The coulomb is the SI unit of electric charge because it is defined as the charge passing a point in a conductor in one second when a current of one ampere is flowing. This definition is based on the relationship between charge and current in electric circuits.
The charge is 1 coulomb and 1 coulomb, respectively.
The relationship between energy and charge is potential difference or voltage. Where a volt is defined as existing between two points in an electric field when one joule of energy is required to move a charge of one coulomb between the two points.
Factors that affect Coulomb's Law includes the particle charge and the distance between the charges. Coulomb's Law states that the force between the charged particles is related to the amount of charge each of the particles carries.
When one charge doubles, the force it exerts on another charge also doubles according to Coulomb's law. This relationship is directly proportional in an inverse square manner, so if one charge increases its magnitude, the force it exerts on another charge will increase proportionally as well.
One Coulomb is the charge of about 6,241,510,000,000,000,000 electrons, so it looks likea Coulomb would probably be bigger than the charge on one electron.
The Coulomb is a unit of electric charge. [Charge] is a fundamental quantity.
The CGS unit of charge is the statcoulomb, while the SI unit of charge is the coulomb. The relation between them is that 1 statcoulomb is equal to 3.33564 x 10^-10 coulombs.
A coulomb is bigger. Please also note that a coulomb is defined as a POSITIVE charge, while an electron has a NEGATIVE charge. Anyway, the magnitude of a coulomb is much bigger than that of an electron.
the charge of 1 coulomb is the charge associated with 6.25 billion billion electrons
coulomb is the unit of charge and ampere is unit of current