What is the magnitude of the second charge?

What is the magnitude of the second charge?

q₂ is the magnitude of the second charge (in Coulombs), r is the shortest distance between the charges (in m), ke is the Coulomb’s constant. It is equal to 8.98755 × 10⁹ N.

What is the relationship between the force and the distance?

A force is described as any influence that causes an object to undergo a change. Distance refers to how far an object travels over a period of time. The greater the force that is applied on an object the further distance that object will travel.

What is the relationship between work force and distance?

Work, Force, and Distance It is directly related to both the force applied to the object and the distance the object moves. Work can be calculated with this equation: Work = Force x Distance.

How do you find force with angle and distance?

Force can be calculated with the formula Work = F × D × Cosine(θ), where F = force (in newtons), D = displacement (in meters), and θ = the angle between the force vector and the direction of motion.

What is the formula for magnitude of force?

The magnitude of the net force acting on an object is equal to the mass of the object multiplied by the acceleration of the object as shown in the formula below.

How do you find the distance between two charges?

If the electrostatic charge and force are known, then it’s possible to use Coulomb’s Law to find the distance between the objects. So, the distance between objects r is equal to the square root of the Coulomb constant ke times the charge of an object q1 times the charge of the other object q2 divided by the force F.

How do you find the force between two charges?

To compare the two forces, we first compute the electrostatic force using Coulomb’s law, F=k∣q1q2∣r2 F = k ∣ q 1 q 2 ∣ r 2 . We then calculate the gravitational force using Newton’s universal law of gravitation. Finally, we take a ratio to see how the forces compare in magnitude.

How do you convert coulombs to electrons?

To convert a coulomb measurement to an electron charge measurement, multiply the electric charge by the conversion ratio. The electric charge in electron charge is equal to the coulombs multiplied by 6.2415E+18.

How many electrons are there in 10 Coulomb?

Thus there are 6.25 X 1019electrons in 10 C of charge.

How do you convert the charge of the number of electrons?

To calculate the number of electrons in one ampere, you therefore need to know the charge of an individual electron in coulombs. That turns out to be 1.602 × 10-19 coulombs. That’s all the information you need to convert amps to electrons per second.

What is the charge of 1 billion electrons?

A billion electrons thus have a total charge of about . One microsecond is seconds.

How many electrons will constitute a charge of 5 Microcoulomb?

Here, Q=10^-6 C and e=1.6 x 10^-19 C. So,there are 6.25 x 10^12 electrons present in 1 microcoulomb of charge. Aakash EduTech Pvt.

How many electrons are there in 1 Microcoulomb?

Microcoulomb to Electron Charge Conversion Table

Microcoulombs	Electron Charge
0.001 μC	6,241,509,750 e
0.01 μC	62,415,097,500 e
0.1 μC	624,150,975,000 e
1 μC	6,241,509,750,001 e

What is the value of 1 Microcoulomb?

1/1,000,000

How do you convert electrons to Microcoulombs?

To convert an electron charge measurement to a microcoulomb measurement, multiply the electric charge by the conversion ratio. The electric charge in microcoulombs is equal to the electron charge multiplied by 1.6022E-13.

How many electrons does a 10 Microcoulomb charge?

9×1011.

How many electrons make a charge of 1nc?

Nano coulomb means 10-9 power. The number of electrons is 6.24 * 1018. That is the number of particles in one coulomb. So in a nano Coulomb, it is 6.24*1018*10-9.

How many electrons make up a charge of 20 ΜC?

Answer: 10 Coulomb = 6.25 x 10^19 electrons.

How many electrons are there in 20 Coulomb?

Coulomb to electron charge conversion table

Charge (coulomb)	Charge (electron charge)
0 C	0 e
1 C	6.24150975⋅1018 e
10 C	6.24150975⋅1019 e
100 C	6.24150975⋅1020 e

How many electrons make up a charge of 100 ΜC?

The number of electrons that make up a charge of -100 micro coulombs is 62.42*10^13.

How many electrons are in a charge of 4.8 ΜC?

There are 30 electrons in −4.8⋅10−18C of charge.