In the circuit shown in the figure (Figure 1) the batteries have negligible internal resistance and the meters are both idealized. With the switch S open, the voltmeter reads 13.0 V.
Find the emf epsilon of the battery.
What will the ammeter read when the switch is closed?
with the switch open, the 13 V battery can be ignored.
That leaves us with 2 loops the left & the right hand
one.
current through 50R = 13 /50 = 0.26A
voltage across 30 + 50 ohms = 80 * 026 = 20.8 V
This voltage also across 75R which has current through
it of
i across 75 = 20.8/ 75 = 0.277A
total current through both loops = 0.26+ 0.277 = 0.537A
voltage drop across 20 R = 0.537* 20 = 10.74 V
total V = 20.8 + 10.74 = 31.54 V
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B.When the switch is closed, the voltage across the 50
ohm resister must be 25 volts
so the ammeter will read
I = V/R
I = 25 / 50
I = 0.5 Amps
In the circuit shown in the figure (Figure 1) the batteries have negligible internal resistance and the meters are both idealized.
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for the circuit in the following figure, both meters are
idealized.please break it down the circuit, and answer questions a
and b.
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When switch S in the figure (Figure 1)is open, the voltmeter V
of the battery reads 3.13 V . When the switch is closed, the
voltmeter reading drops to 2.99 V , and the ammeter A reads 1.70 A
. Assume that the two meters are ideal, so they don't affect the
circuit.1) Find the emf.2) Find the internal resistance of the battery.3) Find the circuit resistance R.
2. The following figure both batteries have negligible internal
resistance and the ammeter reads a stream of 2.50 in the sense that
it illustrates. Find EMF of the battery polarity indicated is
correct?
12.0 Ω 上 48.0 15.0 (2 75.0 V