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use nodal analysis to find all the values of the current. i1, i2 and i3.
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- Find T 0.5 ms 40 92 www www 892 160 92 20 mH wwwwhat are the complex powers of the elements in the circuit 031811540 03 120 540 03 -jin 0 031811 03181154 1811 03181154 03181150 031811540 081811 620'V (*) 3181153 22 811540 12 03181154 031811540 031811540 01811 3181154 0S 1811cd ab 00 01 11 10 00 1 1 01 1 1 1 11 10 1 What is the simplest expression of the function of the Karnough Map given above? a'c' + a'd' + b'd' a'c +a'd + b'd a'c+ a'd + bd O a'c' + ad + b'd'
- If Is = 1x1016A and V= 26MV, Then Vout is: RL1 k2 3 V 750 mV Q1 Select one: a. None of these O b. 1.31 V O c. 1.65 V d. 2.66 V e. 1.99 V 11:20 PM EN 4/15/2021Which ane oli the functions given below is a solton of the UL dy 2y dx None of These In y + 2 In x =c x²+c X+C 2QUESTION 3 An inductor, a capacitor, and a resistor are connected in parallel with a function generator. The inductor draws 100mA RMS, the capacitor draws 150mA RMS, and the resistor draws 200mA RMS. Find the magnitude of the total current. O 450mA RMS O 544mA RMS O 352mA RMS O 206mA RMS
- Find Xc , F=5oHz %3D へ、3=o.o4 (12-Xc) Fin d c 1 2 JJ f Xc0 !!! a *Further Engineering Mathematic X + File | C:/Users/user/Downloads/Further%20Engineering%20MathematicsAssignment-2.pdf Draw T Read aloud CD 9. The two complex numbers V and W represent two reactances connected in series. Calculate the total reactance by finding their sum. AF 3+j4 B = 4-j5 C = 5-j2 D=1-j3 E = 2 +j3FF" FF 4+j1 3 of 4 10. The complex numbers V and W represent two force vectors. Place them on an Argand diagram and calculate the difference between them. 11. Use your given values of V and W to represent the reactances Z₁, Z₂ (as shown in the circuit diagram). Calculate the current flowing in the circuit in polar form if the voltage is v = 1220° and V i = ZTotal Z₁ Z₂ o J (¹) ENG T 60 11:16 PM 3/17/2023 xAssume that lc = le solve for VCE, Vc and Ve. Atleast %3D 2 decimal place for multiple digits. 4 RC 12002 RB VCC 25V 100A/A 150 k2 8 Re 8002
- Useful constants: k=9.00×109 N.m2/C2 ε0= 8.85×10-12 C2/N.m2 µ0=4π×10-7 T.m/A mp=1.67×10-27 kg me=9.11×10-31 kg e=1.6×10-19 C g=10.0 m/s2R3 C1 R1 R23 Vo RA Vs L1 R1=8 Ohm R2-3 Ohm R3-8 Ohm R4=12 Ohm ZC1=-j16 ZL1= j12 Vs magnitude-15 V Vs phase-0° Find the magnitude of Vo- • Use a calculator. Be very very precise. Do not make approximations if possible. Approximations will lead to a very off value even if your operations are correct. • Use dot (.) as the decimal point. • The phase angle of Vo is not asked in this question! Only write the magnitude of Vo-At T=300 K, Nc for SiC is O a. 5.715x1018 cm 3. O b. 1.405x1019 cm 3. OC 3.714x1017 cm 3. d. none of the above.