How Is the Magnitude of an Electric Field Calculated?

AI Thread Summary
The discussion focuses on calculating the magnitude of an electric field (E) using the relationship between electric potential (V) and distance (d). The formula E = (V1 - V2) / d is highlighted, where the potential difference is divided by the distance between points. The magnitude of the electric field is confirmed to be 500 V/m at point A, with other points calculated relative to it. The challenge arises from not having a specific charge value, necessitating a chosen distance for accurate calculations. Ultimately, understanding the relationship between potential difference and distance is crucial for determining electric field strength.
Linus Pauling
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I am then asked to pick the magnitude and direction of E at each point. For all points, I can correctly deduce the direction because the E field points in the direction of decreasing potential. However, what are they doing to calculate the magnitude here? I know the magnitude is 500V/m for A, and I could deduce the correct answers for the rest of the points relative to A.




2. V = U/q = Ed



3. Since I'm not given the charge of a particle at those points, I must need to use some value for d to compute E since V is known for each point. But what d do I use?
 
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You get the component of the field strength from the potential difference between the nearest points divided by the distance between them: E=(V1-V2)/d. At A, E = (75-50)/d = 500 V/m.

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