Position Varying Electric Potential

AI Thread Summary
The discussion centers on calculating electric potential and its components. The initial calculation of electric potential using the provided equation yielded a result of 1908 V. Confusion arises in subsequent parts regarding the direction of the electric field, with the user unsure how to apply triangle methods for components. Clarification is provided that the electric field can be determined by taking the derivative of the potential with respect to the relevant component and adjusting the sign accordingly. The user expresses gratitude for the guidance received.
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Part one was simple enough, just insert the variables in the equation given

V = (5)(92)(7) - (9)(9)(6) - (9)(72) = 1908 V

Part two, three and four is where I am getting confused.

Usually I would use triangles to figure out components but I am unable to figure out the direction of the field just based on the information given.

I'm not sure if I am thinking about this the wrong way or if I am misunderstanding some of the information given. Any thoughts that could get me thinking in the right direction would be greatly appreciated. Thanks in advance.
 
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Use

\vec{E}=- \vec{\nabla} V
 
Thanks for the quick response. I got it.

Just take the derivative with respect to the component you you're looking for and change the +/- sign.

Thanks!
 
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