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ElectricalElectromagnetics Field Theory

Let $\overline{E_{1}}$ and $\overline{E_{2}}$ be the Electric filed intensity measured at point (a,b,c) and (2a,2b,2c) respectively due to infinite spread uniform surface charge present along z=0. The relation between $\overline{E_{1}}$ and $\overline{E_{2}}$ will be ______________ .

$| \overline{E_{1}} | | \overline{E_{2}} |$

$| \overline{E_{1}} | > | \overline{E_{2}} |$

$| \overline{E_{1}} | = | \overline{E_{2}} |$

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⚙️ TE • Technical Verified SolutionElectricalElectromagnetics Field Theory

Option C

$| \overline{E_{1}} | = | \overline{E_{2}} |$

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Practice and solve "Let E1 and E2 be the Electric filed intensity measured at point (a,b,c) and (2a,2b,2c) respectively ..." for Electrical - Electromagnetics Field Theory . The correct answer is Option C: |E1| =| E2|. Detailed step-by-step solution, conceptual clarity, and formulas on Examoogle.

Option **(c) **

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