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In a certain region of space with volume 0.2 m30.2 \text{ m}^3, the electric potential is found to be 5 V5 \text{ V} throughout. The magnitude of electric field in this region is :

1

zero

2

0.5 N/C0.5 \text{ N/C}

3

1 N/C1 \text{ N/C}

4

5 N/C5 \text{ N/C}

Step-by-Step Solution

Since electric potential is constant throughout the region, the electric field E=−dVdr=0E = -\frac{dV}{dr} = 0.

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