The magnitude of the x-component of a unit vector at the point (1, 1) that is normal to $(r) =, where r = Vx² + y², r2+4 equi- potential lines of the potential function is (accurate to two decimal...

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The magnitude of the x-component of a unit vector at the point (1, 1) that is normal to<br>$(r) =, where r =<br>Vx² + y²,<br>r2+4<br>equi- potential lines of the potential function<br>is<br>(accurate to two decimal places).<br>

Extracted text: The magnitude of the x-component of a unit vector at the point (1, 1) that is normal to $(r) =, where r = Vx² + y², r2+4 equi- potential lines of the potential function is (accurate to two decimal places).

Jun 03, 2022

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The magnitude of the x-component of a unit vector at the point (1, 1) that is normal to $(r) =, where r = Vx² + y², r2+4 equi- potential lines of the potential function is (accurate to two decimal...

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