Question

1. In a parallel circuit: (Choose One) A.The total potential drop is the sum of all...

1. In a parallel circuit: (Choose One)

A.The total potential drop is the sum of all those in the branches.
B.the potential drop is the same for each element of the circuit.
C.the heat generated is the same in all the branches

D.the current is the same in every branch

2. The capacitance of a parallel plate capacitor: (Choose One)

A.is defined as the amount of work required to move a charge from one plate to the other.

B.

decreases if a dielectric is placed between the plates.

C.is independent of the charge on the capacitor

D. is independent of the distance between the plates.

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Answer #1

B.the potential drop is the same for each element of the circuit.

C.is independent of the charge on the capacitor

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Answer #2

1) B.the potential drop is the same for each element of the circuit.

2) C.is independent of the charge on the capacitor.

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Answer #3

1) A.The total potential drop is the sum of all those in the branches

2) C.is independent of the charge on the capacitor

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Answer #4

In a parallel circuit

B .the potential drop is the same for each element of the circuit.

The capacitance of a parallel plate capacitor:

C is independent of the charge on the capacitor

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Answer #5

1.

In a parallel circuit, the voltage drop across each element of the circuit is the same. But, the totaal current

is equal to the sum of cuurents in each element in the circuit. Heat generated in the circuit depends on voltage

drop and current, so it does not same in each element in the circuit. Therefore, option B is correct.

2.

The capacitance of a parallel plate capacitor:

                  C = e0A/d

From the above relation it is clear that the capacitance of the parallel plate capacitor

is not depending on charge stored on it or voltage across the capacitor.

The cpacitance of the capacitor is inversely propotional to the distance between the plates.

So, it is depending on the distance between them.

In dielectric material case, the capacitance is,

           C = ke0A/d

The capacitance of the parallel plate capacitor is directly proportional to dielectric constant.

So, it increases with dieclectric constant.

Therefore, option C is correct.

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