R=1 k C=1 µF L=1 H VR Vc VL Vmaxsin2nft=14Osin(500t) = I R Vm Hint: rms R rms V. rms C = I m Xc rms V rms L = I ms X1
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Question
Determine the rms current for the circuit below. Find the rms voltage drop across each of the 3 elements.
Please include steps and explanations, I am struggling to understand this section in physics. Thank you so much for your time and guidance!
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- Consider the RC circuit in the figure below. The switch was at position a for a long period of time and is switched to position b at time t = 0. For the following, check each box that corresponds to a true statement. Select "None of the above" if none of them are true.A. The current through the resistor and the current 'through' the capacitor are always the same.B. If the switch has been at b for a while, and we then move it to a, the charge on the capacitor as a function of time will look like an exponential decay.C. Immediately after the switch is moved to b, the voltage across the resistor is zero.D. Immediately after the switch is moved to b, the voltage across the capacitor is not zero.E. While the switch is at a (having been at a for a while), the current 'through' the capacitor is zero.F. If the switch has been at a for a while and we then switch it to b, the current through the resistor as a function of time will look like an exponential decay.G. None of the above.Question 14:The series circuit at the right depicts two resistors connected to a voltage source. The voltage source (AV tot) is a 24-V source and the resistor values are 5.4 2 (R₁) and 3.9 Q (R₂). a. Determine the equivalent resistance of the circuit. [Select] b. Determine the current in the circuit. [Select] c. Determine the voltage drop across each individual resistor: Voltage drop across R₁ = [Select] Voltage drop across R₂ = [Select ] AV R₂