The circuit in the image includes various components such as current sources, voltage sources, and dependent sources. Let's break it down and analyze the circuit step by step:

Given Information:

• Current Source: $I = 5 \, A$ (current flowing through a branch)
• Voltage Source: $5 \, V$ and $2 \, V$
• Dependent Voltage Source: $0.6I$, where $I = 5 \, A$ is the current flowing through that branch (dependent on current $I$)
• Current Sources: 8 A, 3 A (two separate current sources)
• The Labels for the Circuit: $p1, p2, p3, p4$

Goal:

To solve this circuit, we will apply techniques such as mesh analysis or nodal analysis, depending on the configuration. Here is how we can approach it:

1. Mesh Analysis:
   The current sources and voltage sources suggest that mesh analysis is an appropriate technique to apply here.

2. Assign Mesh Currents:
   Label the currents in each loop of the circuit. Let’s assign $I_1$, $I_2$, and $I_3$ for the three loops in the circuit.

3. Write Mesh Equations:
   For each loop, you would write equations that account for the voltage drops due to resistances, current sources, and voltage sources. Use Ohm's law and Kirchhoff’s voltage law (KVL) to write the mesh equations.

4. Solving the System of Equations:
   Once the mesh equations are formulated, solve for the unknown currents. Use the given values for the current sources and dependent voltage sources to find the solution.

Let me start working through the mesh analysis. Would you like me to walk through the steps of formulating the mesh equations, or would you prefer to focus on solving them directly?