In the table below, you can see that again, someone has taken current and voltage readings for the circuit, using different values for the two resistors. In this case, it's the voltage across the parallel combination of resistors that's given in column VTOT. 1 2 3 R₁ (52) 33 33 47 R₂ (52) 33 47 47 Part 2: Parallel circuits I (A) 0.309 0.262 0.215 V₁ (V) 5.00 5.00 5.00 35 (M) 5.00 5.00 5.00 VTOT (V) 5.00 5.00 5.00 Reg (Ohm Law) (22) Req (Using the rule for parallel resistors) (52) PART 2 ANALYSIS 6. Examine the data from Part 2. According to the textbook, what should be the relationship between the three voltage readings: V₁, V₂, and VTOT? How do the data support this?

In the table below, you can see that again, someone has taken current and voltage readings for the circuit, using different values for the two resistors. In this case, it's the voltage across the parallel combination of resistors that's given in column VTOT. 1 2 3 R₁ (52) 33 33 47 R₂ (52) 33 47 47 Part 2: Parallel circuits I (A) 0.309 0.262 0.215 V₁ (V) 5.00 5.00 5.00 35 5.00 5.00 5.00 VTOT (V) 5.00 5.00 5.00 Req (Ohm Law) (12) Req (Using the rule for parallel resistors) (52) PART 2 ANALYSIS 6. Examine the data from Part 2. According to the textbook, what should be the relationship between the three voltage readings: V₁, V₂, and VTOT? How do the data support this?

Voltage (volts) current (mA) 3.00 10.0 6.00 20.0 9.00 29.5 12.00 40.0 1A= 1000 mA Plot a graph of Voltage (y-axis) vs. Current (x-axis.) Draw the straight line of best fit through the points and determine the slope of the line. What is the resistance of the unknown resistor? Answer choices:     a) 0.3 ohms b) 30 ohms c) 3 ohms d) 300 ohms e) 333 ohms

Hi everyone, hope you all are doing well. I need help in Physics, please. Regards

? A circuit consisting of three ideal batteries with voltages 1, 82, and 83, and three ideal resistors with resistances R₁, R₂, and R3, is shown in the figure. 81 = 34.0 V, E2 = 15.0 V, 83 = 28.5 V R₁ = 2.90 kn, R₂ = 22.5 k2, R3 = 6.00 k Calculate the current Ip through point P. Let the sign of the current correspond to its direction, with "up" being positive. ww Ip = P R₁ E₁ + + 82 ww R₂ R₂ E3 + mA

6 9 == 12 UD 15 10 18 +14 E A B R HI +|1|4 C: E A R +q -9 B www R C +q -9 (a) Original circuit (b) Charging capacitor (b) Discharging capacitor In the attached figure, the RC circuit has been connected to the battery (E=Vo = 12 V) for a long time in the "charging" circuit (switch at A). Suddenly it is switched to the "discharging" circuit (switch at B) and the time is measured from that time. If R = 35 k2and C = 12 mF then calculate the voltage across the capacitor after a time of t = 1400 seconds. Express your answer in volts (V).

B. The circuit at right has three resistors, R1, R2 and R2 connected with two ideal batteries. The three R1 20 Q currents in each leg of the circuit are labeled as ią, ib, and i, as shown. la ic R2 i. Apply Kirchhoff's laws to the circuit and write the three equations that represent the circuit below. 40 Q R3 80 Q + BAT1 9 V ВАТ2 12 V ii. Solve the system of equations to find as ia, ib, and ic. Show your work.