Consider what would happen if electric field lines could cross each other. What would it mean if two electric field lines were to cross? a) A test charge placed at the intersection of two electric field lines would be torn apart and travel in two different directions. b) A test charge placed at the intersection of two electric field lines would experience a net force in two different directions at once. c) A positive test charge placed at the intersection of two electric field lines would follow one of the lines and a negative test charge would follow the other line. d) The electric field at the intersection point would be infinitely large. e) The electric field at the intersection point would be zero.

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Consider what would happen if
electric field lines could cross each
other. What would it mean if two
electric field lines were to cross?
a) A test charge placed at the
intersection of two electric field
lines would be torn apart and
travel in two different directions.
b) A test charge placed at the
intersection of two electric field
lines would experience a net force
in two different directions at once.
c) A positive test charge placed at
the intersection of two electric
field lines would follow one of the
lines and a negative test charge
would follow the other line.
d) The electric field at the
intersection point would be
infinitely large. e) The electric field
at the intersection point would be
zero.
Transcribed Image Text:Consider what would happen if electric field lines could cross each other. What would it mean if two electric field lines were to cross? a) A test charge placed at the intersection of two electric field lines would be torn apart and travel in two different directions. b) A test charge placed at the intersection of two electric field lines would experience a net force in two different directions at once. c) A positive test charge placed at the intersection of two electric field lines would follow one of the lines and a negative test charge would follow the other line. d) The electric field at the intersection point would be infinitely large. e) The electric field at the intersection point would be zero.
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