Voltage(V) across resistance( R)
V=iR
i is current flowing through resistance.
(1)Kirchhoff's current law-
Sum of all current at any junction =0
(2) Kirchhoff's voltage law-
Sum of voltage of closed loop(circuit) is =0
Example 7. A current of 1 μΑ is generated by light striking a phototube. If this...
Example 4. How long must a 1 μΑ current flow to charge a 1 μF capacitor to 20 volts? 1 x 10-6 F = (1 x 10-6 coulomb sec.1 T sec)/ (20 V). Example 5. A 12-volt battery is connected to a light bulb that is to be used as a light source in a spectrophotometer. The current flowing though the circuit is found to be 0.5 amperes. What is the resistance of the light bulb (represented as a resistor...
The emfs in the figure below are 1 = 5.00 V
and 2 = 18.0 V. The resistances are
R1 = 18.0 Ω,
R2 = 32.0 Ω,
R3 = 45.5 Ω, and
R4 = 56.0 Ω.
Find the magnitude of the current in each resistor when the
switch is in the following states.
(a) open
I1 =
A
I2 =
A
I3 =
A
I4 =
A
(b) closed
I1 =
A
I2 =
A
I3 =
A
I4 =
A...
Example 9. What is the value of R in the following circuit if a current of 15 mA flows through it? 4.5 V We were unable to transcribe this imageRI = 250 K R2-575 K The second important point concerns the voltage at point Y. Point Y is i x R2 volts more positive than point X. Dividing the second equation into the first yields: EY / Ez-i Rz) / i (Ri + R2) = R2 / (Ri + R2)...
ri R$ 7:) Here, each V represents a change in voltage (in volts) at a battery, each R represents a resistance (in ohms) at a resistor and each I represents a current (in amps) through a wire. These quantities obey two simple laws: 1. Ohm's law: The voltage drop across a resistor is V = IR. 2. Kirchhoff's second law: The sum of all the voltage changes in a closed loop is zero. Using these two laws, we can construct...
Apply the following questions to both the circuit shown in
Figure (a) (resistors in series) and the circuit shown in Figure
(b) (resistors in parallel).
(a) Use Ohm's law with Kirchhoff's current and voltage laws to
derive equations for currents i1, i2 and
i (through Resistor R1, resistor R2, and
the voltage source , respectively) in terms of R1,
R2, and v.
(b) R1 and R2 can be interchanged with an
equivalent resistor rith resistance R without changing the
values...
Hi I need help with answers 11-15. thank you
The next three questions are about this circuit. The voltage of
the battery is 12 V, and the values of the resistances are:
R1 = 5 ohms, R2 = 10 ohms, R3 = 15
ohms, and R4 = 20 ohms.
The next three questions pertain to the following situation.
11) R1 and R4
are in:
parallel
series
neither
12) Compare the magnitude of the
voltage across R2 and R4
V2 > V4
V2...
The capacitors are connected in parallel, potential diff of
18v
EXERCISE HINTS: GETTING STARTED I 1.M STUCK! Suppose the resistances in the example are R1-2.2 Ω, R2-4.4 Ω and R3-6.6 Ω, respectively, and a new voltage source is provided. If the current measured in the 6.6-Ω resistor is 4.0 A, find the following (a) the potential difference provided by the new battery and the currents in each of the remaining resistors Enter a number ffect the potential difference across a...
Consider the circuit shown in the figure(Figure 1). Suppose the
four resistors in this circuit have the values R1 = 13 Ω , R2 = 7.2
Ω , R3 = 6.2 Ω , and R4= 13 Ω , and that the emf of the battery is
E = 18 V .Part AFind the current through each resistor using the rules for
series and parallel resistors. Express your answers using two
significant figures separated by commas.I1,I2,I3,I4=______APart BFind the current through each...
please answer this question
:
parts a b c d e.
i will give you thumbs up!
We have the circuit shown here... R2 R3 2 3 1 83 In this figure, the EMF sources and resistors take the following values 3 5.00 v " R1-6.00 Ω . R2 , 1.00 Ω . R3-7.00Ω and the currents 1, 12 and Ig have the directions indicated. a. Reproduce this figure on your page replacing the values for £1, 82, , R1,...
Use figure 21.25 on Page 751 in the textbook, but the battery
voltage and resistors have been changed as following. E1 = 9 V,
E2=12V, r1=r2=1 Ohm, R1=6 Ohm, R2=2 Ohm, R3=2 Ohm. Calculate
following:
1) current, voltage, and power on resistor R1.
2) current, voltage and power on resistor R2.
3) current, voltage, and power on resistor R3.
gePhysics-OP.pdf - + + 2 Fit to page LD Page view E = 18V b d 12 12 0.5 52 RE...