Calculating Electric Field for Varying Charge Values

In summary, the conversation discusses a negative charge experiencing an electric force and calculating the magnitude and direction of the electric field at that point. It also addresses solving for the value of the field at that point when a different charge is used. The correct solution for the electric field in both cases is 1.3 X 10^6 N/C [right].
  • #1
simplicity12
28
0

Homework Statement


A negative charge of 2.4 X 10^-6 C experiences an electric force of magnitude 3.2 N, acting to the left.

a. Calculate the magnitude and direction of the electric field at that point.
b. Calculate the value of the field at that point if a charge of 4.8 X 10^-6 C replaces the charge of 2.4 X 10^-6 C.


Homework Equations


Electric field formula:
E= F(e)/q

The Attempt at a Solution


I answered part A correctly which is 1.3 X 10^6 N/C
. But I'm having problems with part b. Don't I just replace the q value of 2.4 X 10^-6 C with the new value 4.8 X 10^-6 C and solve for the electric field again? But the answer is 1.3 X 10^6 N/C
. Can someone help me with this?​
 
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  • #2
The field is produced by the source charges. You can assume here that the test charge, that is the one you place in the field, does not affect the value of the field.
 
  • #3
thank you :)
 

Related to Calculating Electric Field for Varying Charge Values

1. What is an electric field?

An electric field is a physical field that surrounds an electrically charged particle or group of particles. It is responsible for the force exerted on other charged particles within the field.

2. How do electric fields affect charged particles?

Charged particles within an electric field will experience a force that is directly proportional to the strength of the field and the magnitude of their charge. The direction of the force depends on the polarity of the particles.

3. What are some common problems associated with electric fields?

Some common problems with electric fields include interference with electronic devices, electric shocks, and power outages. Additionally, the presence of strong electric fields can pose a safety hazard for humans and animals.

4. How can problem electric fields be mitigated?

Problem electric fields can be mitigated through various methods such as shielding, grounding, and insulation. Shielding involves using conductive materials to redirect or absorb the electric fields, while grounding involves connecting the charged object to the Earth to neutralize its charge. Insulation works by preventing the flow of electricity between two objects.

5. What are some real-world applications of electric fields?

Electric fields have numerous real-world applications, including powering electronic devices, producing light in fluorescent bulbs, and accelerating particles in particle accelerators. They are also used in medical devices such as MRI machines and in industrial processes such as electroplating.

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