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**Mesh Analysis -- (4 meshes)**

## Homework Statement

http://img185.imageshack.us/img185/1541/screenshot01ly9.jpg [Broken]

## Homework Equations

V=IR

KVL

## The Attempt at a Solution

Loop 1 is the top left loop.

Loop 2 is the top right loop.

Loop 3 is the bottom right loop.

Loop 4 is the bottom left loop.

(Think of the quadrants in the cartesian coordinate system... that's my loop and loop currents).

Loop currents are going in the CW direction.

**For Loop 1:**

-14 + I_1 + (I_1 - I_2) + (I_1 - I_4) = 0

**For Loop 2:**

I_2 = 2mA

**For Loop 3 & 4:**

Since they are super meshes because of the shared current source... this is what I have:

4mA = I_3 - I_4

-- and --

using the supermesh idea, and short-circuiting the shared 4mA current source...

I4 + 2*I3 + I3 + I4 = 0... which is 3I_3 + 2I_4 = 0

Is my setup correct?

If so, this is what I did...

solved for I_4 in the equation 3I_3 + 2I_4 = 0... I_4 = (-3I_3) / 2

I plugged that I_4 into the eq. 4mA = I_3 - I_4... and I got I_3 = 2mA.

**I assumed I_0, what we're trying to find, is equal to I_3. Is this a valid assumption since the current is going around that mesh?**

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