Verify by substitution that the following equations arc solutions to Equations 33.19 and 33.20, respectively:
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Chapter 33 Solutions
Physics for Scientists and Engineers
- Complete the calculation in Example 31.3 by proving that 0e2Rt/Ldt=L2Rarrow_forwardWrite a matrix equation that determines the loop currents. 24 V 51 Ω ww 452 2 Ω 18 V 1592 M mys €3Q2 14 V 1₁ 1₂ 13 14 352 H 26 V 252 17 V 3 Ω 3Q2 292 392 292 ... For each matrix, let row 1 correspond to loop 1, row 2 correspond to loop 2, and so on. Also, enter positive values for positive voltages and negative values for negative voltages. 1₁ 12 13 4 ||arrow_forwardFind Isarrow_forward
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- For the circuit shown in Fig. Q2(b), assuming the switch has been opened for a very long time, when the switch opens at t = 0 s, compute the current i, (t) and voltage v₁ (t) when the switch S₁ is closed. 27 V S iL + VL - L → 158 mH 3.5 mA Fig. Q2(b) 6.6 ΚΩ Rarrow_forwardShow that the units 1 A2 ⋅ Ω = 1 W, as implied by the equation P = I 2R .arrow_forwardKindly solve with stepsarrow_forward
- E₁ 18 V + b с R2 2.5 Ω a 12 12 13 h 13 0.5 Ω R₁ ww 6.0 Ω + 13 12 g f 0.5 Ω E2 = 45 V 12 e R3 1.5 Ωarrow_forwardSine A sin(wt + q) + C ± 0.0059 + 6.4 x10-5 A = 3.38 w = 0,306 P = 3.83 C = 0.00652 ± 0.0042 + 0.0035 RMSE = 0.0395 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 95 Time (us) Capacitor Voltage Fit the Capacitor Voltage with a sine fit. Determine the maximum voltage from the amplitude and record the maximum voltage for the Capacitor and phase (). Determine the frequency of oscillation f = (@/2n) x10° and record. (Ve)max f = »/2n = Hz V Pc= rad A Capacitor Voltage, Ch C (V)arrow_forward"An infinitely long conductor is lying on x = 1, -infinity <= y <= +infinity, z = 0 (in meters). If another infinitely long conductor is lying on x = 1, -infinity <=y <= +infinity, z = 2 (in meters), determine the direction of F_12." O -a_x O a_x O a_z O -a_2 O none of the choicesarrow_forward
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