The shaded region in the diagram below is a region of uniform electric field that is parallel to the horizontal direction (x-axis). A charge Q = −7.9 µC moves through this region as shown by the green arrow. The work done by the electric field as the charge moves from location A to location B is +1.60*10-3 J. What is the potential difference VB − VA?

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Chapter1: Units, Trigonometry. And Vectors
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The shaded region in the diagram below is a region of uniform electric field that is parallel to the horizontal direction (x-axis). A charge Q = −7.9 µC moves through this region as shown by the green arrow.

The work done by the electric field as the charge moves from location A to location B is +1.60*10-3 J. What is the potential difference VB − VA?

The image illustrates a conceptual diagram in physics. It depicts a charge, labeled as \( Q \), represented by a yellow sphere. An arrow, emanating from the charge, points to the right, indicating the direction of an electric field or force.

There are two points marked with crosses (\( \times \)), labeled as \( A \) and \( B \), positioned to the right of the charge \( Q \). These points may be used to illustrate concepts such as electric field strength or potential at different distances from a charge.

This diagram is likely used to demonstrate the influence of an electric charge on its surroundings, visualizing principles such as Coulomb's law or electric field vectors. The placement of points \( A \) and \( B \) allows for comparison or exploration of electric properties at different locations relative to the charge \( Q \).
Transcribed Image Text:The image illustrates a conceptual diagram in physics. It depicts a charge, labeled as \( Q \), represented by a yellow sphere. An arrow, emanating from the charge, points to the right, indicating the direction of an electric field or force. There are two points marked with crosses (\( \times \)), labeled as \( A \) and \( B \), positioned to the right of the charge \( Q \). These points may be used to illustrate concepts such as electric field strength or potential at different distances from a charge. This diagram is likely used to demonstrate the influence of an electric charge on its surroundings, visualizing principles such as Coulomb's law or electric field vectors. The placement of points \( A \) and \( B \) allows for comparison or exploration of electric properties at different locations relative to the charge \( Q \).
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