1. Create logic gate truth tables for the following diagrams Circuit 1 Circuit 2 AB A B Circuit 3 AB Circuit 4 Q A B E D D Q
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- R2 R3 3. Fill out the table for the circuit diagrammed at the right. Circuit Voltage (V) Current (A) Resistance (Q) Power (W) Position 1 0.10 10.0 0.1 2.0 20.0 0.2 3. 0.10 30.0 0.3 Total 6.0 0.1042. Consider the circuit shown below. Write the three loop equations for the loops shown. 13 R3 12 Loop 3 + Loop 1 R2. Loop 2 47- R5 prc 12 R1 R4 15 103. Redraw the following complex circuits with all components except the EMF source on one side of the diagram. A-1 ohm B- 2 ohms C-3 ohms D-4 ohms E-5 ohms A D C 6 volts 4. Calculate the following for each circuit in #3. a. The current for the entire circuit. b. The equivalent resistance for the entire circuit. 5. Draw the complex circuit described below: A 12 volt emf source connected in series with R1 (3 Q); in series R1 there are R2 (22) and lamp 1 (42) which are in parallel with each other. Connected in series to that parallel loop is another parallel loop, which includes on one branch, R3 (52), R4 (20), and Lamp 2 (32) in series, and on the other branch of this parallel loop is RS (72). After that parallel branch there is a 20 2 resistor (R6) which is in series with all other components. 6. Calculate the following from #5: a. Determine the equivalent resistance of the circuit, b. What is the current for the entire circuit? 7. Calculate the following from #5. a. The current in…
- 1: In the circuit shown, R,= 2 2 R,= 42, R,= 30 , R¸= 1Q 2.00 N 18.0 V 3.00 N 1.00 N 4.00 N Calculate the : a. total current in the circuit b. voltage across 1-ohm resistor ANSWER: ANSWER: C. the power dissipate in 2-ohm resistor ANSWER:In the circuit diagram below, mark the circuit components with their names. A V Voltmeter Wire Battery Ammeter ResistorB2
- 2. What type of circuit is shown in the picture? A. series circuit C. simple circuit B. parallel circuit D. series- parallel circuit 3. What happens to the current in a series circuit? A. The current drop in each resistance is the same. B. The current that flows is not equal throughout the circuit. C. The total current that flows is equal to the sum of the currents in the separate resistances. D. The current that flows through each resistance is the same as the total current throughout the circuit.I need help on getting an easier understanding of using Kirchhoff's Current Loop rules. KIRCHHOFF’S RULES Kirchhoff’s first rule—the junction rule. The sum of all currents entering a junction must equal the sum of all currents leaving the junction. Kirchhoff’s second rule—the loop rule. The algebraic sum of changes in potential around any closed circuit path (loop) must be zero. Analyze the following multi-voltage source circuit for all currents. Use the current directions and loop notation as shown on the figure attached. The value of current I1 = ______ A The value of current I2 = ______ A The value of current I3 = ______ A What is the total power dissipated in all the internal resistances (r1, r2, r3, r4), in milliWatts?Q1. Using Superposition Theorem, find VO in the circuit given bel 40 V, 12 32 50 3 V 9 V Q2. Determine the Thevenin's equivalent circuit for the circuit shown below as seen by the 50 resistor. Also, calculate the current flowing through the 50 resistor 10 Ω ww 4 A 10Ω ww
- B. Parallel Circuit: 1. What is the equivalent resistance of this circuit? 150 N 250 N 50 NKirchhoff's RulesSelect the correct statements below: a. The current in a circuit can be measured by using an ammeter. b. The resistance of a resistor can be directly measured by using an ohmmeter. c. The potential difference between any two points in a circuit can be measured by using a voltmeter. d. An ideal ammeter has zero resistance. e. An ideal voltmeter has infinite resistance.