Calculating Plate Spacing for 162 V Parallel-Plate Capacitor

AI Thread Summary
To calculate the spacing between the plates of a parallel-plate capacitor with a potential difference of 162 V and a surface charge density of 33.0 nC/cm^2, the formula E = σ/ε₀ can be used to find the electric field (E). The relationship between the potential difference (ΔV), electric field (E), and plate spacing (d) is given by ΔV = Ed. The surface charge density (σ) is provided, allowing for the calculation of E using the known permittivity of free space (ε₀). Once E is determined, the spacing d can be calculated by rearranging the initial equation.
Kawrae
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When a potential difference of 162 V is applied to the plates of a parallel-plate capacitor, the plates carry a surface charge density of 33.0 nC/cm^2. What is the spacing between the plates?

>> I'm rather confused with this question. I know that deltaV = Ed and I tried solving for d, but I don't know what E is. Am I missing information? Would this equation even work?
 
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Yes,it would,u just have to find the electric field;the previous poster gave you the formula...

Daniel.
 
Okay, I know what Eo is but how do I find the other variable in that equation?
 
You mean the "sigma"...?It's given,it's the electric charge surface density on the plates of the capacitor...

Daniel.
 
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