6. The magnitude of the x-component of a unit vector at the point (1, 1) that is normal to $(r) = where r = /x² +y², is %3D equi- potential lines of the potential function _(accurate to two decimal places).
6. The magnitude of the x-component of a unit vector at the point (1, 1) that is normal to $(r) = where r = /x² +y², is %3D equi- potential lines of the potential function _(accurate to two decimal places).
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![6. 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+
equi- potential lines of the potential function
is
_(accurate to two decimal places).](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0a631894-1c8c-45c5-ac7d-5a3f6efb0599%2Fb573b8a0-2f36-4ef5-b6ef-3d5d1d3b288f%2Fca6ocht_processed.png&w=3840&q=75)
Transcribed Image Text:6. 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+
equi- potential lines of the potential function
is
_(accurate to two decimal places).
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