Math  /  Algebra

Question```latex \text{Solving Systems of Equations - Slope Intercept Form}
\text{Solve each system to work your way through the maze}
\text{Write your name here:} \underline{\hspace{3cm}}
\begin{align*} \text{Start} & \\ y &= 3x - 5 \\ y &= 6x + 4 \quad (1, -2) \\ \\ y &= 3x \\ y &= x - 2 \quad (4, 1) \\ \\ y &= 6x - 1 \\ y &= -x + 1 \\ \\ y &= x \\ y &= -2x + 4 \quad (3, 0) \\ \\ y &= 4x - 3 \\ y &= x + 3 \quad (2, 5) \\ \\ y &= -2x + 2 \\ y &= 5x - 3 \quad (2, 2) \\ \\ y &= -x + 4 \\ y &= 3x \quad (-3, 1) \\ \\ y &= 3x - 4 \\ y &= x + 2 \quad (5, 2) \\ \\ y &= 6x - 4 \\ y &= -2x + 5 \quad (1, 1) \\ \\ y &= -2x + 5 \\ x &= 3x \quad (1, 2) \\ \\ \text{Finish} & \\ y &= 3x \quad (5, 4) \end{align*} ```

Studdy Solution
The correct path through the maze is determined by solving each system of equations and following the corresponding coordinate pair.
Due to apparent typos in the provided solutions, we cannot determine the exact path.
However, the process of solving each system remains the same.

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