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7-3 Find the time constants of the circuits in Figure P7-3. 250 mH 250 2 mm 330 Ω Σ 250 mH www C1 1.5 mH m 470 92 Ω : 250 Ω 5 mH C2 FIGURE P7-3 1.5 mH

7-3 Find the time constants of the circuits in Figure P7-3. 250 mH 250 2 mm 330 Ω Σ 250 mH www C1 1.5 mH m 470 92 Ω : 250 Ω 5 mH C2 FIGURE P7-3 1.5 mH

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
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Help with hw circuit problem please. Thank you!

JECTIV (SECTS. 7-1 TO 7-4) FIRST-ORDER CIRCUIT ANALYSIS Given a first-order RC or RL circuit: (a) Find the circuit differential equation, the circuit time con- stant, and the initial conditions (if not given). (b) Find the zero-input response. (c) Find the complete response for step function, exponential, and sinusoidal inputs. See Examples 7-1 to 7-7, 7-9 to 7-11, 7-15, and 7-16 and Exercises 7-1 to 7-7, 7-9 to 7-13, 7-15, and 7-17 to 7-21. SS 7-1nd the function i(t) that satisfies the following differential equation and the initial condition: 1000 +50ki(t) = 0, i(0)=0 mA di(t) dt 7-2 Find the function (t) that satines the following differen- tial equation and itial condition: 10-4dv dt +v(t)=0, v(0) = 100 V S7-3 Find the time constants of the circuits in Figure P7-3. 250 mH 250 22 mm 330 ΩΣ 250 mH C1 1.5 mH m 470 Ω • 250 Ω 5 mH C2 FIGURE P7-3 21.5 mH
Transcribed Image Text:JECTIV (SECTS. 7-1 TO 7-4) FIRST-ORDER CIRCUIT ANALYSIS Given a first-order RC or RL circuit: (a) Find the circuit differential equation, the circuit time con- stant, and the initial conditions (if not given). (b) Find the zero-input response. (c) Find the complete response for step function, exponential, and sinusoidal inputs. See Examples 7-1 to 7-7, 7-9 to 7-11, 7-15, and 7-16 and Exercises 7-1 to 7-7, 7-9 to 7-13, 7-15, and 7-17 to 7-21. SS 7-1nd the function i(t) that satisfies the following differential equation and the initial condition: 1000 +50ki(t) = 0, i(0)=0 mA di(t) dt 7-2 Find the function (t) that satines the following differen- tial equation and itial condition: 10-4dv dt +v(t)=0, v(0) = 100 V S7-3 Find the time constants of the circuits in Figure P7-3. 250 mH 250 22 mm 330 ΩΣ 250 mH C1 1.5 mH m 470 Ω • 250 Ω 5 mH C2 FIGURE P7-3 21.5 mH
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