Question:In figure 18.102 suppose that VC-VF=8 V and VD-VE=4.5 V.

(a) What is the potential difference VC-VD?

(b) If the element between the battery C and D is a battery, is the + end of the battery at C or D?

Short Answer

Expert verified

The potential difference between C and D is 3.5V.

Step by step solution

01

Identification of given data

The potential difference between C and F is VC-VF=8V.

The potential difference between D and E isVD-VE=4.5V.

The potential difference between point C and D is found by applying KVL rule in the second loop.

02

Determination of potential difference between point C and D

Apply Kirchhoff’s voltage rule in second loop to find the potential difference between C and D:

VC-VF-VD-VE-VC-VD=0

VC-VD=VC-VF-VD-VE

Substitute all the values in above equation.

VC-VD=8V-4.5VVC-VD=3.5V

Therefore, the potential difference between C and D is 3.5V.

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Most popular questions from this chapter

What would be the potential difference VC-VBacross the thin resistor in Figure 18.103 if the battery emf is3.5V ? Assume that the electric field in the thick wires is very small (so that the potential differences along the thick wires are negligible). Do you have enough information to determine the current in the circuit?

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Question: The following questions refer to the circuit shown in Figure 18.114, consisting of two flashlight batteries and two Nichrome wires of different lengths and different thicknesses as shown (corresponding roughly to your own thick and thin Nichrome wires).

The thin wire is 50 cm long, and its diameter is 0.25 mm. The thick wire is 15 cm long, and its diameter is 0.35 mm. (a) The emf of each flashlight battery is 1.5 V. Determine the steady-state electric field inside each Nichrome wire. Remember that in the steady state you must satisfy both the current node rule and energy conservation. These two principles give you two equations for the two unknown fields. (b) The electron mobility

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A Nichrome wire 48 cm long and 0.25 mm in diameter is connected to a 1.6 V flashlight battery. What is the electric field inside the wire? Why you don’t have to know how the wire is bent? How would your answer change if the wire diameter change were 0.20 mm? (Not that the electric field in the wire is quiet small compared to the electric field near a charged tape.)

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