A series RLC circuit is connected to an AC power source, as shown in the figure. Given that the voltage amplitude of the resistor VR - IR, where / is the current amplitude, and the voltage amplitude across the entire circuit Vtot - 1Z, where Z= + (wL - ? is the impedance of the circuit, determine the behavior of the ratio VR'Vtot as a function of the angular frequency o for the case when o > oo, where og - 2zfo Ưo is the natural, resonant frequency of the circuit). R OA « Vw. OB. a w. Oc a 1/Vw. OD. a 1/w?. OE. w. OF, « 1/w.

INCLUDE DIAGRAM FOR UPVOTE

Convert to rectangular form: (a) 2Đ15°, (b) 3Đ-10° a). b)

Build an AC RLC circuit a) Choose values for voltage, frequency, resistance, capacitance and inductance. b) Calculate the impedance, phase angle and resonant frequency.

Power in Extreme Frequency Limits. You and your team have been assigned to find a power supply for the circuit in the drawing. which can be used to supply a dc voltage at 15.0 V, or a high frequency ac signal with a root-mean-square (rms) voltage of 15.0 V. The components in the circuit have the following values: R=4.600, C= 20 nF, and L = 22 mH. Your task is to estimate the peak wattage (i.e.. power) required of the power supply for (a) the dc and (b) the high frequency signals. Conceptual Example 5 will provide insight into this problem. (a) Number (b) Number 24.4 196 R ww Units W Units W C HH elle L R

An 50 resistor, a 5 mH inductor, and a 1.25 μF capacitor are connected in series. The series-connected elements are energized by a sinusoidal voltage source whose voltage is 600 cos(8000t+ 20°)V. Part A Determine the impedances of the elements in the frequency-domain equivalent circuit. Express your answers in ohms to three significant figures separated by commas. Enter your answers in rectangular form. ZL, ZC, ZR= Submit Part B ΠΫΠΙ ΑΣΦ Ig= Request Answer ΑΣΦ | 11 Ivec Reference the current in the direction of the voltage rise across the source, and find the phasor current. Express answer in amperes to three significant figures. Enter your answer using angle notation. Express argument in degrees. vec ? ? A Ω