The red and blue circles below are fixed point charges, which have either +q or ±Q charge, with Q > q. For the various pairs of charges, an electron can be placed above both charges, between the two charges by closer to one or the other, exactly the middle of the two charges, or below both charges. Assume that each vertical pair of charges are completely isolated from any other charges. Click and drag an electron to any and all of the places where the net force on the electron will be zero. b- +q +Q (+Q -Q (+Q -- (+Q +q +g Answer Bank
The red and blue circles below are fixed point charges, which have either +q or ±Q charge, with Q > q. For the various pairs of charges, an electron can be placed above both charges, between the two charges by closer to one or the other, exactly the middle of the two charges, or below both charges. Assume that each vertical pair of charges are completely isolated from any other charges. Click and drag an electron to any and all of the places where the net force on the electron will be zero. b- +q +Q (+Q -Q (+Q -- (+Q +q +g Answer Bank
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![The red and blue circles below are fixed point charges, which have either +q or ±Q charge, with Q > q.
For the various pairs of charges, an electron can be placed above both charges, between the two charges by closer to one or the
other, exactly the middle of the two charges, or below both charges. Assume that each vertical pair of charges are completely
isolated from any other charges. Click and drag an electron to any and all of the places where the net force on the electron will
be zero.
+q
(+Q
+Q
-q
(+Q
+q
Answer Bank
000
.....
......](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb2c925d1-0319-4e63-923b-1d3f4ec12567%2F46bc5451-ff7f-40f5-8994-fc5b20a81037%2Fepm32yi_processed.png&w=3840&q=75)
Transcribed Image Text:The red and blue circles below are fixed point charges, which have either +q or ±Q charge, with Q > q.
For the various pairs of charges, an electron can be placed above both charges, between the two charges by closer to one or the
other, exactly the middle of the two charges, or below both charges. Assume that each vertical pair of charges are completely
isolated from any other charges. Click and drag an electron to any and all of the places where the net force on the electron will
be zero.
+q
(+Q
+Q
-q
(+Q
+q
Answer Bank
000
.....
......
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