Using the circuit of below with R1 = 1 kQ, R2 = 220 Q, R3 = 10 kQ, and V = 9 volts, Determine the theoretical voltages across R1, R2 and R3. Apply Kirchhoff's Current Law and Ohm's Law to determine the expected currents Is. I1, 12 and I3. Record these values. R1 1k R3 10k 13 R2 9Vdc 220

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ighlight A 50-V independent voltage source supplies power to three resistors in the DC circuit shown in Figure P26. For each resistor, find the voltage drop and - current. Use Kirchhoff's Laws 50 V 75 1 333 N 22 N Ans: 601 mA

Find the equivalent resistance between points A and B of figure

= Using Kirchhoff's rules, find the following. (₁ = 70.9 V, 8₂= 60.7 V, and 83 1 E₁ R₂ E₂ 4.00 ΚΩ www R₂ 3.00 ΚΩ d E₁ 2.00 ΚΩ www R₁ (a) the current in each resistor shown in the figure above (b) the potential difference between points c and f 79.1 V.)

The charging scheme used in Figure is calleda tapered-current charge cycle. The current starts atthe highest level and then decreases with time for theentire charge cycle, as shown. The battery is chargedfor 12 h. Find:a. The total charge delivered to the battery.b. The energy transferred to the battery during thecharging cycle.

Q2.The periodic triangular current in shown in Figure 1 has a peak value of 180 mA. Find the average power that this current delivers to a resistor. etc. -Ty2 -T/4 T/4 T2 3T/4 /T -I Figure 1

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Based on Figures la,1b and 1c and RLC elements, write a discussion on voltage-current relations and power factor. Im A Im A Im A V Re Re Re Figure la. Figure 1b. Figure 1c.

Determine the total resistance and total current, as well as the current, voltage and power that exists in each of the resistances of the following resistive mixed type circuit