QUESTION 2 (Parallel circuits) L Determine the currents in the circuit of Figure above. If the source is 500mA peak at 10 kHz, R is 750 Q and L is 15 mH. 2.1.1 Calculate current through resistor using current divider rule. 2.1.2 Current through the inductor using Kirchhoff's current law. 2.1.3 Repeat the Inductor current but now use current divider rule.

Please, can you solve the question as soon as possible.

A 15µF capacitor and a 470 ohm resistor are connected in series with a function generator. The supply voltage is 50V RMS 40Hz. Find the reactive power for this circuit.

180 is the answer amount of ohms needed on the oscilliscope. I need to transpose the equation to solve for R. I must work out an equation that equals 180 ohms R resistance that gives off 50mA of current using the transposed equation. Series impedence ,inductive reactive, phase angle formulas may need to be used. I need to get as close to 180 ohms as possible.

A resistor and an inductor are connected in parallel. The resistor has a resistance of 24 ohms, and the inductor has an inductive reactance of 20 ohms. What is the impedance of this circuit?

Please answer this question and show the solution. What is the value of capacitor required to correct in a RL series circuit with a supply voltage of 220V, 60Hz and has a component of 12 ohms and 30mH to 0.85?

I need answer with explaination In a series R–L circuit the p.d. across the resistance R is 12V and the p.d. across the inductance L is 5V. Find the supply voltage and the phase angle between current and voltage

When measuring resistance, the ohmmeter must be connected: O A. In parallel with the resistor but in series with the inductor when measuring the resistance of the inductor as an inductor acts as a short for a DC source O B. Could be connected either way only if you have a digital multimeter OC. None of the choices are correct O D. In series with the component O E. Could be either way

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Three capacitors are connected in parallel and have the following voltage ratings: C1 = 32 uF with 80 V, C2 = 65 uF with 220 V, and C3= 105 uF with 120V. Determine the total charge that C2 can hold.