How to Calculate the Electric Field of an Infinite Plane at a Specific Point?

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Homework Statement


An infinite plane (2y+z=3) has surface charge density of sigma=2 microC/m2. Find the electric field at (0,0,2)m


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The Attempt at a Solution


Would this just be E=sigma/2*epsilon-naught? Would the answer just be 1 microC/m2 over epsilon-naught?
 
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So that would be the right magnitude, but what about direction?
 
Isn't it just the direction normal to the plane? In this case would it be (0,2,1)?
 
Right, and really you want a unit vector so divide by sqrt(5). Looks good to me.
 
I think both components are supposed to be negative, but either way I got it it now. Thanks.
 
Oh right, well I suppose that, yeah, you will have the negative. I spaced that one out.
 
No problem. Thanks.
 
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