5. Based on the knowledge of circuit laws and techniques, analyze the circuit shown in Figure 5. a) Calculate 11, 12, 13, V1 and V2. Show your final answer in polar form. b) Sketch the phasor diagram for all the current, I as calculated in (a). I₁ 402 + = Vs 24/60° V(+ 8Ω 13 Vεj6n j6 Ω 12 + -j40

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Number 11 and 12 how do I figure those out.

The circuit in the figure is fed by a sinusoidal alternating voltage with a frequency of 50 Hz. The circuit consists of a resistor and a capacitor with the capacitance C= 600 μ Q. The power supplied to the circuit is P=400 W and the voltage across capacitor is UC=90 V. a) Calculate the current I. b) Calculate the resistance R. c) Calculate the voltage U (amount). d) Calculate the phase angle of the circuit

I am having trouble with this problem it might be the dot notation for the inductors but I am not entierly sure that is the only issue I am having

please explain the effect

Find the total capacitance CT for the given circuit below using the given values of C116 µF, C296 µF, and C394 uF. Write your answer up to 3 decimal places. Do not use unit in the answer. Just write your calculated answer with up to 3 decimal places. up C3 Ст C2

Please disregard the question on the picture. Here's the right question, at what frequency will the value of the impedance be twice that at 25Hz (refer to the given in question #20).

Find the value of C in microfarads and L in henries. 1, = 3 sin(377r+ 60°) R120X₁20 X 50

(b) Find the equivalent inductance of the circuit in Figure Q3(b). 8mH 6mH a 5mH 12mH 8mH ) 4mH 6mH 10mH 8mH Figure Q3(b)