Kelsi_Jade
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Homework Statement
If so, how do I go about finding the total current?
Homework Equations
See photo above.
The Attempt at a Solution
See above.[/B]
The discussion revolves around a circuit problem involving capacitors and resistors, specifically focusing on the behavior of current over time after a switch is closed. Participants are trying to determine the capacitance based on given current values at different times.
The discussion is active, with participants providing insights into the circuit's configuration and behavior. Some guidance has been offered regarding the combination of resistors and capacitors, and references to general formulas for current in RC circuits have been suggested. However, there is no explicit consensus on the next steps or final outcomes.
Participants are working within the constraints of a homework assignment, which may limit the information they can use or the methods they can apply. There is an emphasis on understanding the circuit's behavior rather than providing direct solutions.
Is that what you are asked?Kelsi_Jade said:If so, how do I go about finding the total current?
You are given two values for the current at different times. You'll want to use them at some point...Kelsi_Jade said:Here is what I have so far. Am I going the right direction?
If so, how do I go about finding the total current?
Yes, so you have a basic RC circuit (resistor - capacitor circuit).Kelsi_Jade said:Well, since the resistors are in series you can combine them to equal one resistor with a resistance of 3+1= 4kOhm.
The capacitors in parallel would equate to one capacitor with 3+C= (3+C)microFerrads.
Current with respect to time would be = Q/Δt ?