If 2 objects with different amounts of charge are brought in contact with each other, the charges will try to redistribute until equilibrium is achieved (equal amounts of charge on each object) 12(+) 0(+) 6(+) 6(+) 6(+) 6() B B Far away During contact, the charges divide equally (identical spheres) and they stay as far a way from cach other as possible. After separation of the spheres when they are placed far from each other, the charges on each sphere distribute evenly again. Before Contact, A is charged, B uncharged. Net Q before = 12 Net Q after = 12 Try to figure out how the charges will redistribute in the examples below. Q, before Q, before Net Q before QA after Q, after Net Q after +3 +7 -8 -12 +9 -3 Follow up: 1. Write out a mathematical formula for what you needed to do to determine how the charges will redistribute. 2. Compare the net Q before to the net Q after. How does this support the law of conservation of charge? ++

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Transfer of electric charge worksheet
If 2 objects with different amounts of charge are brought in contact with each other, the charges will try
to redistribute until equilibrium is achieved (equal amounts of charge on each object)
12(+)
0(+)
B
6(+)
6(+)
6(+)
6(+
B
A.
Far away
During contact, the charges
divide equally (identical spheres)
and they stay as far a way from
cach other as possible.
After separation of the spheres when
they are placed far from each other,
the charges on each sphere distribute
evenly again.
Before Contact, A is
charged, B uncharged.
Net Q before = 12
Net Q after = 12
Try to figure out how the charges will redistribute in the examples below.
Q, before
Q, before
Net Q before
QA after
Q, after
Net Q after
+3
+7
-8
-12
+9
-3
Follow up:
1. Write out a mathematical formula for what you needed to do to determine how the charges will
redistribute.
2. Compare the net Q before to the net Q after. How does this support the law of conservation of
charge?
Transcribed Image Text:Enable Editing safer to stay in Protected View. Transfer of electric charge worksheet If 2 objects with different amounts of charge are brought in contact with each other, the charges will try to redistribute until equilibrium is achieved (equal amounts of charge on each object) 12(+) 0(+) B 6(+) 6(+) 6(+) 6(+ B A. Far away During contact, the charges divide equally (identical spheres) and they stay as far a way from cach other as possible. After separation of the spheres when they are placed far from each other, the charges on each sphere distribute evenly again. Before Contact, A is charged, B uncharged. Net Q before = 12 Net Q after = 12 Try to figure out how the charges will redistribute in the examples below. Q, before Q, before Net Q before QA after Q, after Net Q after +3 +7 -8 -12 +9 -3 Follow up: 1. Write out a mathematical formula for what you needed to do to determine how the charges will redistribute. 2. Compare the net Q before to the net Q after. How does this support the law of conservation of charge?
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