• Assume a dipole consisting of two different charges with different potentials, one +4V and the other -8V. They are a distance of 20 units of length from each other. First cal- culate the potential at each point and then construct one graph showing the potential as a function of distance between the charges. Show on the same graph the potential for each charge separately as well as for the combined (total) potential. DO NOT COPY Figures from the internet or other students.

Chemistry
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Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
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Chapter1: Chemical Foundations
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• Assume a dipole consisting of two different charges with different potentials, one +4V
and the other -8V. They are a distance of 20 units of length from each other. First cal-
culate the potential at each point and then construct one graph showing the potential
as a function of distance between the charges. Show on the same graph the potential
for each charge separately as well as for the combined (total) potential. DO NOT COPY
Figures from the internet or other students.
Transcribed Image Text:• Assume a dipole consisting of two different charges with different potentials, one +4V and the other -8V. They are a distance of 20 units of length from each other. First cal- culate the potential at each point and then construct one graph showing the potential as a function of distance between the charges. Show on the same graph the potential for each charge separately as well as for the combined (total) potential. DO NOT COPY Figures from the internet or other students.
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