If q(t) = 6 Coulombs, find i(t) at t = 2 seconds.
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If q(t) = 6 Coulombs, find i(t) at t = 2 seconds.
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- For the circuit shown in the figure, ϵ0=100Volt, R1=50Ω, R2=100Ω, C=2μF. What is the status of the capacitor immediately after the switch is closed, charged or discharged, and what is the initial current of the battery immediately after the switch is closed?For the circuit in the figurea) Determine the time constant.b) Write the mathematical expression for IL, VL and VR, after the switch is closed.c) Determine IL, VL for one, three and five time constants.d) Draw the waveforms of IL, VL and VR.Plz correct solution.
- 目Reading Time Left:0:54:10 Abadula Abadula: Attempt 1 A series circuit consists of three resistors connected to a source: R1 passes a current of 10 A and has a value of 10 Q, R2 dissipates a power of 50 W, R3 has a voltage drop of 50 V. What is the value of the source? 10 V 200 V 50 V 100 V 70 V tv Slh NOV 13Calculate the voltage at 1.5¹ (milliseconds) for the following RC Circuit. Assume switch is closed and capacitor is in a charge state. t=0 LE -10 V oto R1 1kQ C1 1uFRC Circuits VII Each circuit below consists of a battery, a capacitor and several resistors. Assume the capacitor is initially uncharged. Determine the voltage and current of each resistor, the voltage and charge of the capacitor and the current thru the battery. All answers are whole numbers. Indicate the direction of each current. (a) The switch has just been closed. 252V ΙΩ L D 122 ww www ΙΩ A D 122 www ἸΩ A 2F (b) The switch has been closed for a long time. 252V www 152 B 2F 292 a B ww 252 www (e) The switch has been closed for a long time. A 252 B. 202 ww fump 192 202 2F 56V
- Find the current in the circuitQUESTION 8 Refer to the following phasor diagram. I2 4 I3 Which phasor is represented by /,? O 5.75 Z -90° A O 5.75 Z 90° A O 5.75 Z 180° A O 5.75 Z0°AWhen the switch is in position 1, the circuit will charge the capacitor. Find the Thevenin Equivalent Circuit for the charge phase and determine the time constant (Rh*C) for the charge phase.