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(1) , (2) and (3) are sufficient equation's for to solve this
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V. V V 4. For the circuit shown, name the currents and write sufficient equations to...
V 4. For the circuit shown, name the currents and write sufficient equations to solve for them.
w V 4. For the circuit shown, name the currents and write sufficient equations to solve for them.
R V3 V V W 4. For the circuit shown, name the currents and write sufficient equations to solve for them.
4. (10 points) For the circuit below, there are three currents shown. Write three equations which could be used to solve for the unknown currents. Do not solve them 6V 52 I V IL w 82 Iz v 'av Him 12V
4. (10 points) For the circuit below, there are three currents shown. Write three equations which could be used to solve for the unknown currents. Do not solve them. 6v 52 www mwiti I V اس کے I2 w 82 9v Iz V mm il 12V
(10 points) For the circuit below, there are three currents
shown. Write three equations which could be used to solve for the
unknown currents. Do not solve them.
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Write the set of equations that determines the three currents in the circuit shown in the figure. (Assume that the capacitor is initially uncharged.) V + (V)e^-2, 990t s^-1 - 85.0 V = 0 85.0 V - [V + (V)e^-2, 990t s^-1] = 0 V + (V)e^-2, 990 t s^-1 +170 V = 0 (-0.521 A) e^-2, 990 t s^-1 = (-1.30 A)e^-2, 990 t s^-1 + (A)e^-2, 990 t s
3. (33pts.) Write out the equations needed to solve for the currents in the various branches of the circuit shown. Just write them out; you don't need to actually solve them. 952 m} 3212 T3V -ZV 4.2 22. 322 3312 6V
2) (10 points) Write the loop equations for the loop currents, 11 and 12 using mesh analysis (Kirchoff's voltage law) for the circuit shown in Fig. 2. The input voltage from the source is 2020º Volts. [Remark: Do not solve the equations. Just write them.] - 202 1000 20
Find equations using Kirchhoff's laws to solve the currents in
each branch of the following circuit. Show all the important steps
required in finding the equations. Solve the equations to calculate
the currents for some extra credits. [Note: You are allowed to use
any valid method to solve the equation.]
C-40F Cs-15F C Circuit 2 C -6.0F AV - 12 V