Please answer all parts please. Thank you ? In the above circuit, the series combination of 300 ohm and 200 ohm resistor isconnected to a wire at both its terminals. Thus, if a current arrives at the junction, it isalways going to take the path with the least resistance. Since the wire has zeroresistance ideally, no current would flow cross the highlighted 500 ohm resistor.Therefore, we can disregard this resistor in our calculation.300300A650500650 || 500BFinally, the Thevenin equivalent resistance Rth is given by [(650||500) + 300].Thevenin's equivalent voltage Vth:25023002A14002500220V300210V2002ВB1Since the 300 ohm resistor is open at one end, no current flows through it. Thus, thevoltage at A and B is the same as A1 and B1.Voltage between A1 and B1 = (Voltage between A1 and C) + (Voltage between C and B1).The Voltage between C and B1 is 10V as it is directly connected to a 10V source.Apply mesh law in loop with i, to find voltage across 500 ohm resistor.Vso0 = 500 * iSubstitute values in highlighted equation to find Vth across A and B. Problem 2: Thevenin's equivalent circuit250230024002$500220V3002O10V2000BThevenin's equivalent resistance:Step 1-Short circuit all the voltage sources. This means that wherever there is avoltage source in the circuit you can replace it with a wire.Step 2- Open circuit all the current sources meaning that wherever there is acurrent source replace it with a blank (no connection).In above circuit,300250A400500300200250 PR300S m - A400 2500300-B200Now, we can solve the resistor arrangement. Identify the series resistors and add them.300400 + 250 = 650500300 + 200 = 500Short circuitIn the above circuit, the series combination of 300 ohm and 200 ohm resistor isconnected to a wire at both its terminals. Thus, if a current arrives at the junction, it isalways going to take the path with the least resistance. Since the wire has zeroresistance ideally, no current would flow cross the highlighted 500 ohm resistor.Therefore, we can disregard this resistor in our calculation.200300Ab50500650 || 500Finally, the Thevenin equivalent resistance Rth is given by [(650||500) + 300].

In the above circuit, the series combination of 300 ohm and 200 ohm resistor is connected to a wire at both its terminals. Thus, if a current arrives at the junction, it is always going to take the path with the least resistance. Since the wire has zero resistance ideally, no current would flow cross the highlighted 500 ohm resistor. Therefore, we can disregard this resistor in our calculation. 300 300 A 650 500 650 || 500 B Finally, the Thevenin equivalent resistance Rth is given by [(650||500) + 300]. Thevenin's equivalent voltage Vth: 2502 3002 A1 4002 5002 20V 3002 10V 2002 В B1 Since the 300 ohm resistor is open at one end, no current flows through it. Thus, the voltage at A and B is the same as A1 and B1. Voltage between A1 and B1 = (Voltage between A1 and C) + (Voltage between C and B1). The Voltage between C and B1 is 10V as it is directly connected to a 10V source. Apply mesh law in loop with i, to find voltage across 500 ohm resistor. Vso0 = 500 * i Substitute values in highlighted equation to find Vth across A and B.

In the above circuit, the series combination of 300 ohm and 200 ohm resistor is connected to a wire at both its terminals. Thus, if a current arrives at the junction, it is always going to take the path with the least resistance. Since the wire has zero resistance ideally, no current would flow cross the highlighted 500 ohm resistor. Therefore, we can disregard this resistor in our calculation. 300 300 A 650 500 650 || 500 B Finally, the Thevenin equivalent resistance Rth is given by [(650||500) + 300]. Thevenin's equivalent voltage Vth: 2502 3002 A1 4002 5002 20V 3002 10V 2002 В B1 Since the 300 ohm resistor is open at one end, no current flows through it. Thus, the voltage at A and B is the same as A1 and B1. Voltage between A1 and B1 = (Voltage between A1 and C) + (Voltage between C and B1). The Voltage between C and B1 is 10V as it is directly connected to a 10V source. Apply mesh law in loop with i, to find voltage across 500 ohm resistor. Vso0 = 500 * i Substitute values in highlighted equation to find Vth across A and B.

Delmar's Standard Textbook Of Electricity

7th Edition

ISBN:9781337900348

Author:Stephen L. Herman

Publisher:Stephen L. Herman

Chapter2: Electrical Quantities And Ohm’s Law

Section: Chapter Questions

Problem 1PA: You are an electrician on the job. The electrical blueprint shows that eight 500-W lamps are to be...

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