What power is dissipated by the R = 4.5 N resistor in (Figure 1)? Figure 1 of 1 > 4Ω 15 V E R 12 V 4Ω ww + ww +
Q: In the given circuit, lx = 8 A. 50 V2 52 I 4 A Determine the power dissipated by the 1Q resistor.…
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Q: maidongs R₁₁ = 40Q 1 2 R₂ R = 20 Q R = 60 Q Ω 3 a) Which resistor would have the greatest voltage…
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Q: Using the information in the image below. The current at the third resistor, R3 would be R1 R2 R3 R4…
A: According to ohm's law, V= IR Here , V = potential difference.…
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Q: Three 100 Q resistors are connected as shown in the figure. The maximum power that can safely be…
A: Resistance , R = 100 Ω Maximum Power , Pmax = 30 W To find = a) Maximum potential difference that…
Q: 1₁ a 12 40 Ω ww g 30 Q ww 13 b &₁ = 80 V f h r: = &₂ &₂ = 19 45 V www.d C r = 192 ww e 20 Ω
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Q: ne figure the current in resistance 6 is ig = 1.37 A and the resistances are R1 = R2 = R3 = 2.21 0,…
A: The current in resistor is 1.37 A and the resistance are R1 , R2 and R3
Q: In the figure the current in resistance 6 is i6 = 1.42 A and the resistances are R1 = R2 = R3 = 2.06…
A: Given data: i6=1.42 AR1=R2=R3=2.06 ΩR4=14.9 ΩR5 =7.48 ΩR6=3.61 Ω
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Q: Μ 10 Ω 50 Ω WWW 20 Ω
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Q: 11 A 20A fuse is connected in series with a circuit containing a 240 V source. What is the minimum…
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Q: wered swer Three resistors of values R₁ =430, R₂ =420 and R3 =51n are connected across a V=14.5V…
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Q: For two resistors shown in the figure below, rank the currents at points a through f from largest to…
A: In the parallel connection, the voltage remains the same.
Q: In the figure circuit section AB absorbs energy at a rate of 53 W when current i = 0.76 A through it…
A: Energy is the rate of doing work. It is a conserved quantity. It can be changed from one form to the…
Q: Three 100 0 resistors are connected as shown in the figure. The maximum power that can safely be…
A: Let the left resistor be R1, top resistor be R2, and the bottom resistor be R3. R1 = 100 ΩR2 = 100…
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Q: The values of the components are as follows: R₁ = 3.64 0 . . . R₂=4.7102 R₂ = 7.18 02 R4 = 9.15 V =…
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Q: In the figure the current in resistance 6 is ig = 1.34 A and the resistances are R1 = R2 = R3 = 1.77…
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Q: Three 100 Q resistors are connected as shown in the figure. The maximum power that can safely be…
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Q: The circuit in the figure below contains two resistors, R, = 2.20 kn and R, = 3.10 kn, and two…
A: Given Resistor R1 = 2.20 kΩ Resistor R2 = 3.10 kΩ Capacitor C1 = 2.10 μF Capacitor C2 = 3.10…
Q: Listen In the following circuit, V₁ =107 V and V2 = 126 V and all the resistors are R = 19 Q Find…
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- Knowing that current through the 200 Q resistor is zero, the emf E (in Vv) shown in the circuit is: 100 N 300 N ww ww- + 50 V3 200 N O 150 65 O 101 O 192 90A 4.0-2 resistor is connected to a 12-02 resistor and this combination is connected to an ideal dc power supply with voltage V = 12 volts as shown in the figure. What is the value of current in the 12- resistor? O 1 A O 3 A 12 A O 15 A O 4 A 4.00 www www 1202An RC series circuit has a time constant of 40.0ms. When the switch is closed to charge the 50.0 µF capacitor, the initial current is 65.0 mA. What is the potential difference across the capacitor at a time 20.0 ms after closing the switch? Select one O a 12.9 b. 25.0 V O c 14.5 V O d 11.5 V e 20.5 V
- Four resistors, R₁ 27.09, R₂ = 48.0N, R3 = 88.0 and R4 dissipated in the R₂ = 48.00 resistor. R₁ ww R4 ww R3 www R₂ www + H V 17.09, are connected to a battery with a terminal voltage of 12.0V, as shown in the figure below. Determine the powerplease answer this questionIn the figure below, the battery emf labeled ɛ1 = 5.0 V. Determine the resistance of the resistor labeled R. It is not necessary to solve the entire circuit. Provide the solution: Ω 24 V b a 1,1 140 11A 34N R de 7 A E 13 20 V h
- The figure shows a battery connected to two resistors in series. What is the power dissipated across each resistor? R1 = 58.0 Ω, R2 = 2.60 Ω and V = 12.0 V. The power dissipated by R1 is 1.35×103 W and the power dissipated by R2 is 60.5 W The power dissipated by R1 is 2.27 W and the power dissipated by R2 is 0.102 W The power dissipated by R1 is 1.35×103 W and the power dissipated by R2 is 0.102 W The power dissipated by R1 is 2.27 W and the power dissipated by R2 is 60.5 WIn the below figure, V = 150 V. Calculate the current that runs through resistor 6. R R₁ = 100 Ω www V R, = 300 Ω www www R6 = 100 Ω R, = 200 Ω Μ www R, = 100 Ω www R = 150 ΩYour problem: what is wrong with the following "solution" to the following problem? The problem: calculate the current through each resister and the voltage source ℰ = 15 Volts R1 = 10 Ω R2 = 20 Ω R3 = 30 Ω The "solution": I1 = the current through R1 = 15V/10Ω = 1.5 A I2 = 15V/20Ω = .75 A I3 = 15V/30Ω = .5 A Iℰ = 15V/15V = 1 A