Question

(#565675) Electric Field from Potential) An electric field of varying magnitude is directed in the positive x-direction throughout a region of space. The field magnitude varies only along the x-direction. Part a Which of the following statements is true about the relationship between the electric field and the voltage in this region of space. Select the correct answer O The voltage is the negative of the derivative of the electric field as a function of time. The electric field is the negative of the derivative of the voltage as a function of time Your Answer The electric field is the negative of the derivative of the voltage as a function of thex- position. The voltage is the negative of the derivative of the electric field as a function of thex- position.

Part b The variation of the electric potential with position along the x-axis is shown in the figure below. Which of the following statements is true about the this plot? E0 20 0 12348910 Position [meters Select the correct answer The derivative of the plotted function at a particular point is found by reading the value of the graph at that point The derivative of the plotted function at a particular point is found by finding the slope of the curve at that point. The derivative of the plotted function at a particular point is found by taking the average value of the curve up to that point. The derivative of the plotted function at a particular point is found by taking the area under the curve up to that point.Part c) Determine the magnitude of the electric field at the position x = 4 m.

________ V/m

0 0
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Answer #1

A. dV The relation between electric field and voltage is E- Hence, the electric field is the negative of the derivative of vo

Hence, the derivative of the plotted function at a particular point is found by finding the slope of the curve at that point.

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