Need some explanation for this physics answer (E-field due to charges)

In summary, the horizontal components of the electric field at point Z due to charges Q1 and Q3 cancel out due to symmetry. The resultant of E1 and E3 is in the negative z-direction due to the sign of the charges, with the convention that the electric field points towards negative charges and away from positive charges.
  • #1
ToonBlue
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OP has been warned to use the HH Template and show their work
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Why is it that the electric field at Z due to Q1 and Q3 have their horizontal components cancel and also why is the resultant for E1+E3 result in the negative z directiom?
 
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  • #2
Hello TB, welcome to PF :smile: !

Please don't delete the template. It's really useful for you to order your thinking and for us to help you in an effective way. We want to help you further and understand, instead of just handing over the answer.

What do you calculate for these horizontal components ?
If those are equal and opposite, then the two z-components are all that remains and they are in the negative z-direction.
 
  • #3
Hello ToonBlue. Welcome to the forum.

Ordinarily you should use the template.

Why does the horizontal component cancel? Symmetry.
Why is the result in the negative direction? Sign of the charges. By this convention the electric field points towards -ve charges and away from +ve charges.
 

FAQ: Need some explanation for this physics answer (E-field due to charges)

What is an E-field?

An E-field, also known as an electric field, is a region in space where electrically charged particles, such as electrons or protons, experience a force due to the presence of other charged particles.

How is the E-field due to charges calculated?

The E-field due to charges is calculated using Coulomb's Law, which states that the magnitude of the electric field at a given point is directly proportional to the magnitude of the charge and inversely proportional to the square of the distance between the charges.

How does the direction of the E-field due to charges relate to the direction of the charges?

The direction of the E-field at a given point is always in the direction that a positive test charge would experience a force if placed at that point. So, the direction of the E-field due to positive charges is away from the charge, while the direction of the E-field due to negative charges is towards the charge.

What is the SI unit for the E-field due to charges?

The SI unit for the E-field due to charges is newtons per coulomb (N/C).

Can the E-field due to charges exist in a vacuum?

Yes, the E-field due to charges can exist in a vacuum, as long as there are charged particles present. This is because the E-field is a property of the space surrounding the charges, rather than a physical substance.

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