My homework asks: rest is given in the question. Can you help with my homework?   A non-conductive plate (thick slice), with its height and width It has a thickness of 2d which is smaller than that of comparison. Oijin this plate (my slice) at the center and the x-axis along the thickness of this plate. This plate is where po is a positive constant, where -d

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My homework asks: rest is given in the question. Can you help with my homework?

 

A non-conductive plate (thick slice), with its height and width
It has a thickness of 2d which is smaller than that of comparison. Oijin this plate (my slice)
at the center and the x-axis along the thickness of this plate. This plate is
where po is a positive constant, where -d <x <O p (x) = -p0 and O <
In the region where x <+ d, it has volumetric charge concentrations of p (x) = + p0.
What happens to the electric field vector in the region where x = d / 3?

+ +
+ ++
+ +
+ +
-d
0 +|+d
+ +
+ +
İletken olmayan bir levha (kalın dilim), yüksekliği ve genişliğiyle
karşılaştırıldığında küçük olan 2d kalınlığına sahiptir. Orijin bu levhanın (dilimin)
merkezinde ve x ekseni de bu levhanın kalmlığı boyunca olacak şekildedir. Bu levha,
po pozitif bir sabit olmak üzere, -d < x < 0 ol duğu bölgede p(x) = -P, ve 0 <
x< +d olduğu bölgede p(x) = +Po olan hacimsel yük yoğunluklarına sahiptir.
x = d/3 olduğu bölgede elektrik al an vektörü ne olur?
заро
4dpo
î C)
2dpo i E)
î D)
î
280
2dpo
заро
A)
î B)
3€0
380
380
280
+I+ +
+ ++
Transcribed Image Text:+ + + ++ + + + + -d 0 +|+d + + + + İletken olmayan bir levha (kalın dilim), yüksekliği ve genişliğiyle karşılaştırıldığında küçük olan 2d kalınlığına sahiptir. Orijin bu levhanın (dilimin) merkezinde ve x ekseni de bu levhanın kalmlığı boyunca olacak şekildedir. Bu levha, po pozitif bir sabit olmak üzere, -d < x < 0 ol duğu bölgede p(x) = -P, ve 0 < x< +d olduğu bölgede p(x) = +Po olan hacimsel yük yoğunluklarına sahiptir. x = d/3 olduğu bölgede elektrik al an vektörü ne olur? заро 4dpo î C) 2dpo i E) î D) î 280 2dpo заро A) î B) 3€0 380 380 280 +I+ + + ++
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