This time, V = 88.6 V; R1 = 106 Ohms; R2 = 86 Ohms; R3 = 121 Ohms; R4 = 167 Ohms; R5 = 123 Ohms; and R6 = 88 Ohms. How much power flows through resistor R5? O 0.705 W O 1.233 W O 0.353 W O 0.881 W
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- 9. Four resistors R1=6.00 Q, R9-6.00 2, Rg=14.0 Q, and R4-8.00 0 are mounted as shown in the figure. The voltage of the battery s V = 18.0 Volts. What is the power dissipated in the Rg resistor? Show my other submissions 15.51 Watts R. ww R ww- ww. ww R, Ra 10. Five resistors R1=5.00 Q, R2=6,00 p2. Six resistors R1=5.00 2, R2=8.00 2, R3=10.0 2, R4=10.0 2, R;=10.0 2, and R6=8.00 2 are mounted as shown in the figure. The voltage of the battery is V = 16 Volts. What is the power dissipated in the R2 resistor? Watts oof19 0of19 00 ww R. 19 0of19.0 ww- R. ww- ww- R, 19 0of19 oof19 o0f19 oof19 oof19 ww R, o19 0of19 0of19 0of19 oo 19 0of19 0of19 oof19.0of19. 00In the figure, R, = 24 2, R, = 72 2 and R, = 48 2 are connected across points "a" and "b". A potential difference V is applied across the system ; if the potential difference across resistor R, is 144 volts then what is the 9. Rz manng R3 power dissipation in resistor R,? (in watts) a. 3456 b. 2592 c. 5184 d. 1728 e. 1296
- 2o2 3052 352 552 652 2A A. The power dissipated in the 3 Ohms resistor is W. B. The total voltage is V. C. The power dissipated in the 5 Ohms resistor is W. Round all answers to whole numbers.The battery voltage is V = 80.6 V. The resistances are R1 = 123 Ohms; R2 = 114 Ohms; R3 = 139 Ohms; R4 = 159 Ohms; R5 = 56 Ohms; and R6 = 199 Ohms. How much power flows through resistor R6? 0.657 W 1.642 W 1.314 W 2.463 WIf R1= 5 0, R2=4 Q, R3=3 N, R4=1 Q, then the power delivered to each resistor in the circuit shown in Figure respectively R2 18.0 V R3 R4 RI Select one: a. P1 = 11.5, P2=23, P3 =1.33, P4=4 in W O b. P1 = 12.96, P2=16.2, P3 =1.8, P4= 0.6 in W O c. P1 = 16.2, P2=12.96, P3 =1.8, P4=4 in W O d. P1 = 16.2, P2=12.96, P3 =0.6, P4=1.8 in W e. P1 = 23, P2=12.96, P3 =1.8, P4=0.6 in W
- R. 2R ww R. Question 4 / 12 In the figure, find the power generated in the 2R-resistor when ɛ = 12 V andR= 9.0 2? 1. 06.25 W 2. O3.6 W 3. 046 W 4. 02 W 5. 03 WA circuit made up of 6 resistors is shown in the figure, with resistances R1 =11 Q, R2 = 45 N, R3 = 45 Q, R4 = 52 Q, R5 = 89 N, and R6= 38 Q. The total current going through the circuit is I= 3.5 A. R, RA a R R2 R. b 1. Calculate the value of AV, in volts.R ܡ܂ ww w R₂ 2 R. 3 -W-W R 4 Four resistors, R1 = 335 2, R2 = 335 Q2, R3 = 815 Q2, R4 = 335 Q are connected to a 6.0 V battery as shown below. Calculate the power dissipated through R4 in units of mW. HINTS: 1. There are multiple ways to compute dissipated power. Carefully choose a sensible form based on what is already known (R). This will dictate what other variable you need to solve for. 2. Series resistors (Same Current, Different Voltage), and Parallel Resistors (Same Voltage, Different Current).
- Suppose in the figure below Vab = 9.00 V, R1 = R2 = 3.00 kN, and R3 = 6.00 kN. The power dissipation in the third resistor is most nearly A. 1.00 mW. В. 6.75 mW. C. 13.5 mW. R1 D. 2.16 mW. E. 3.28 mW. a R2 R313. Calculate the power delivered to each resistor in the circuit V shown in Figure P27.13 2.00 0 18.0 V 3.00n 1.00 4.00 n Figure P27.135. A resistor R₂=5.0 2 is mounted in parallel with a resistor R3 =7.0 2, and this combination is connected in series with a resistor R₁ 7.0 2 and a 24 Volts battery. What is the power dissipated in the R₂ resistor? Watts R₁ R₂ www- R3 vlt