Uniform electric field exists in a region and is given by vecE = E_0hati + E_0hatj. There are four points A(-a,0), B(0,-a), C(a,0), and D(0,a) in the xy plane. Which of the following is the correct relation for the electirc potential?

Uniform electric field exists in a region and is given by vecE = E_0ha

1.	Uniform electric field exists in a region and is given by vecE = E_0hati + E_0hatj. There are four points A(-a,0), B(0,-a), C(a,0), and D(0,a) in the xy plane. Which of the following is the correct relation for the electirc potential?
Answer» `V_A=V_CgtV_B=V_D` `V_A=V_BgtV_C=V_D` `V_AgtV_CgtV_B=V_D` `V_AltV_CltV_BltV_D` SOLUTION :B. Since potential decreases along electric FIELD as `E=dVldx, V_(A)gtV_(C)` and `V_(B)gtV_(D)`. Also DUE to symmetry `V_(A)=V_(B),V_(C)=V_(D)` `V_(A)=V_(B)gtV_(C)=V_(D)`

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Uniform electric field exists in a region and is given by vecE = E_0hati + E_0hatj. There are four points A(-a,0), B(0,-a), C(a,0), and D(0,a) in the xy plane. Which of the following is the correct relation for the electirc potential?

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