7. Determine R1 for the circuit shown. Rγ = 10 Ω R₁ 24 ΩΣ • 24 Ω 120 Ω
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- Inductive Circuits Fill in all the missing values. Refer to the following formulas: XL=2fLL=XL2ff=XL2L Inductance (H) Frequency (Hz) Inductive Reactance ( ) 1.2 60 0.085 213.628 1000 4712.389 0.65 600 3.6 678.584 25 411.459 0.5 60 0.85 6408.849 20 201.062 0.45 400 4.8 2412.743 1000 40.841Find: Ib, Ic, Vce, Vb, Vc, Vrb Vre, & Vrc Note: show your solutions no solution means wrong answers. C2 HE 1000μF Rb 560 ΚΩ VCC 12V Rc 2kQ Q1 C1 요 HE 1000μF 2SC1815 R1 20001/2 R1 Is Ω -jX2 A Ω R2 2 R3 2 ww R, V For the circuit shown, if R1=16, R2=9, R3=17, X1=31, X2=29, V,=70410°, and I,=50245° Answer the following questions: إزالة العلامة المائية الممسوحة ضوئیا ب CamScan ner 3. Find Vth? (in polar form) Ve V ww ll
- The resistive circuit shown consists of a voltage source connected to a combination of seven resistors. The output is the voltage eo. Find the equivalent resistance Req of the seven-resistor combination and evaluate eo. e(t) ΤΩ C eA 5Q 41. 692 www 352 www eв 10 Ω www 4ΩΣ 2523 +In the figure shown, if t = 0.3 mS, v1 is equivalent to * 0.707 V OV 0.5 V O 1 V P1 V2 H₂ 200μs/div and V₂ = 0.5V/div =Solve the following circuit applying Kirchhoff's laws Ri Ry Rz 2K 1.5K 30V E3
- 15Ω R1 25 Ω R2 15 V 12 V 18 V 30 Ω R3 20 Ω R4 10 Ω R5 30 Ω R6 50 Ω R7 14 V 5 N: Rg 8Ω R9 15 Ω R10 8 V -W- + Wr +) -WrFind R such that I=5A 31052 2 20 I 25A 102 MMK R 30 3405نقطتان (2) E 6V * In the network shown in the figure, the magnitude of the current in (R1) using superposition theorem is R1 R2 8Q 8Q 3A 3A O 0.75A O 2A O 1.5 A O None of all O
- ZVO A VM ll l Ciassroo docs.google.com a Q1 For the following circuit diagram, 1 is .......... 50 15 V 12V 40 50 I2 70 60 90 12 a 4 A 1 O -1 احمد عصام احمد 8:00- äc lul 21.04.20 O DA series R-L-C circuit has a resistance of 50 Q, an inductive reactance of 31 Q and a capacitive reactance of 637 O. If the source supplies 100 V at 50 Hz, what is the current through the circuit? O a) 164.5 mA O b) 608.1 mA Oc) 164.5 A Od) 60.81 AWhat is the total equivalent (total) inductance Lr of this circuit? 000 30mH L2 R 000 60mH 1 kQ 10 V L3 100mH 000 500mH 43 mH 720 mH O 173 mH o 日 点四RUA 36% DE 40°F PriSc Impr. Écr. F12 F10 F11 F7 F8 F9 F4 F5 F6 * & 3 0 1/4 1/2 4. 5 6. 7 8 2 R Y K L