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3. Calculate the indicated currents and voltage in Figure below W 20W 402 RV RBSKA i...
4) Find the value of each resistor for the network of the Figure below. ER 120 v ŽRT 32R 5) For the network of the Figure below (a) Find the currents I, and 14. (b) Calculate the voltages V, and V3. 10 R; = 272 E60 R22707 1 2) For the network in the Figure below (a) Determine the current I. (b) Calculate the currents 12 and 13. (c) Determine the voltage level Va. E = 20 V RX30 TO...
Four long, parallel conductors carry equal currents of I=4.93 A. The figure shown below is an end view of the conductors. The direction of the current is into the page at points A and B (indicated by the crosses) and out of the page at C and D (indicated by the dots). Calculate the magnitude and direction of the magnetic field at point P, located at the center of the square with edge of length 0.200 m. (Draw the figure...
1.Calculate all currents in the circuit shown.
2.Calculate the voltage drops in each of the resistors
Note: you must show the entire algebraic procedure in solving the
generated equations, as well as
the direction of the Currents that you assumed.
Aplicación de las Leyes de Kirchfoff 6 C E 3.00 KS2 M E. R3 60.0 V ES 1 k12 = 103 22 70.0 V 80.0 V R 4.00 k12 2.00 k12 -W Ri a
1.Calculate all currents in the circuit shown.
2.Calculate the voltage drops in each of the resistors
Note: you must show the entire algebraic procedure in solving the
generated equations, as well as
the direction of the Currents that you assumed.
Aplicación de las Leyes de Kirchfoff 6 C E 3.00 KS2 M E. R3 60.0 V ES 1 k12 = 103 22 70.0 V 80.0 V R 4.00 k12 2.00 k12 -W Ri a
In the circuit of Fig. 8.98, (W/L)1–3 = 50/0.5, Ipi = |Ip2| = |Ip3| = 0.5 mA, and R$ı = RF = Rp2 = 3 kΩ 3. VDD VoHE M2 х Vin HE M1 Vout -W- RE Rs13 Rp2 Figure 8.98 (a) Determine the input bias voltage required to establish the above currents. (b) Calculate the closed-loop voltage gain and output resistance.
Four long, parallel conductors carry equal currents of I = 4.21 A. The figure shown below is an end view of the conductors. The direction of the current is into the page at points A and B (indicated by the crosses) and out of the page at C and D indicated by the dots). Calculate the magnitude and direction of the magnetic field at point P, located at the center of the square with edge of length 0.200 m. 5.95...
Four long, parallel conductors carry equal currents of I. The figure is an end view of the conductors. Crosses are INTO 2) the page and dots are OUT of the page. Calculate the magnitude and direction of the magnetic field at the center of the square with sides of length a. 3) A rectangular conducting loop (with very very long length) of resistance R, mass m and width w falls (gravity is constant) into a uniform magnetic field (B) as...
4. (10.6) Find the output voltage (as a phasor) in the circuit below. j1 Ω 2Ω W 2020° 192 5/20 5. (10.42) Find the currents and voltages (as phasors) in the circuit below containing an ideal transformer. WW th ot 20 7602 20200 & 10 6. (10.43) Find the voltage (as phasor) in the circuit below containing an ideal transformer. 2:1 2:1 rün 402 W W of 22 2020 -120 lllll j622 lo 7. If Li - 30 mH, L2...
3) Calculate and draw the Norton equivalent for the circuit below, considering the load R. (15 points) 10 2v 20 w V. 2V0 w 202 6V 20 RL 402 w M
Prelab#4 1) For the circuit shown in Figure 3 and Figure 4, calculate: 1- The unknown voltages and currents shown. 2-The equivalent resistance seen by Vs. 7V, R2 2300, R3= 392, R«=5602, R6= 100n, R7= 33002, Rs= 15052 R7 Vs R7 2 R2 Re R6 Reg Figure. 4: Series-parallel eircuit II Figure. 3: Series-parallel circuit I