RC Circuit Problem: Find I1, I2, I3 and Q

[SamTsui86]

Homework Statement

In Figure P18.50, suppose that the switch has been closed for a length of time sufficiently long enough for the capacitor to become fully charged. (R = 12.0 k, R2 = 17.0 k, R3 = 1.00 k, V = 9.70 V)

The picture is under attachment

a) Find the steady-state current in each resistor.
I1 = µA?
I2 = µA?
I3 = µA ?

(b) Find the charge on the capacitor.
µC ?

Homework Equations

R = V / I

q = Q e^(-t/RC)

The Attempt at a Solution

Well, since after the switch is closed, I figured all 9.7 V goes to the first resistor, so I used R = V / I to get the current for the first one. But it's wrong.

 

[berkeman]

It's wrong because there is a voltage divider formed with one of the other two resistors in the steady state. Which one? In the steady state, what is the voltage across the capacitor?

 

[m2003]

I would like to clarify that the information provided is not sufficient to accurately solve the given problem. The circuit diagram is not provided, and the values for the resistors and voltage source are not labeled in the diagram. Additionally, the units for the resistors and voltage are not specified. This can lead to confusion and errors in the solution.

To accurately solve the problem, the circuit diagram and all necessary values and units should be clearly provided. The equation for calculating the current in a resistor, R = V/I, can be used, but the values and units must be correctly identified. Additionally, the equation for calculating the charge on a capacitor, q = Q e^(-t/RC), can be used to find the charge on the capacitor. However, the time constant (RC) must be known in order to use this equation.

In conclusion, more information and clarity is needed in order to accurately solve the given problem. As a scientist, it is important to always provide clear and accurate information in order to obtain reliable results.