a. Explain the two possible scenarios wherein the negative test charge moves in the opposite direction of the horizontal electric field. 2. For each scenario in letter a, if there is one positive linear charge and one negative linear charge included in the system, locate whether the positive and the negative linear charges are at the left or at the right side of the horizontal electric field. 3. Is the movement of the negative test charge in accordance to its natural response when it enters the electric field or not? Meaning, is the negative test charge goes to the positive linear charge and away from the negative charge or does it have an opposite reaction? To accomplish the task, please use these possible conclusions for each scenario: Since the negative test charge enters the electric field in a way that it is the same as its natural response, therefore, work is positive. However, the energy needed to go against Coulomb's law is not greatly needed. That's why the electric potential energy is decreasing. Since the negative test charge enters the electric field in a way that it is the opposite as its natural response, therefore, work is negative. However, the energy needed to go against Coulomb's law is greatly needed. That's why the electric potential energy is increasing.

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a. Explain the two possible scenarios wherein the negative test
charge moves in the opposite direction of the horizontal electric
field.
2. For each scenario in letter a, if there is one positive linear charge
and one negative linear charge included in the system, locate
whether the positive and the negative linear charges are at the left
or at the right side of the horizontal electric field.
3. Is the movement of the negative test charge in accordance to
its natural response when it enters the electric field or not?
Meaning, is the negative test charge goes to the positive
linear charge and away from the negative charge or does it
have an opposite reaction?
To accomplish the task, please use these possible conclusions for each
scenario:
Since the negative test charge enters the electric field in a way
that it is the same as its natural response, therefore, work is positive.
However, the energy needed to go against Coulomb's law is not greatly
needed. That's why the electric potential energy is decreasing.
Since the negative test charge enters the electric field in a way
that it is the opposite as its natural response, therefore, work is
negative. However, the energy needed to go against Coulomb's law is
greatly needed. That's why the electric potential energy is
increasing.
Transcribed Image Text:a. Explain the two possible scenarios wherein the negative test charge moves in the opposite direction of the horizontal electric field. 2. For each scenario in letter a, if there is one positive linear charge and one negative linear charge included in the system, locate whether the positive and the negative linear charges are at the left or at the right side of the horizontal electric field. 3. Is the movement of the negative test charge in accordance to its natural response when it enters the electric field or not? Meaning, is the negative test charge goes to the positive linear charge and away from the negative charge or does it have an opposite reaction? To accomplish the task, please use these possible conclusions for each scenario: Since the negative test charge enters the electric field in a way that it is the same as its natural response, therefore, work is positive. However, the energy needed to go against Coulomb's law is not greatly needed. That's why the electric potential energy is decreasing. Since the negative test charge enters the electric field in a way that it is the opposite as its natural response, therefore, work is negative. However, the energy needed to go against Coulomb's law is greatly needed. That's why the electric potential energy is increasing.
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