Yes, I can help solve problems using the Simplex Method. To proceed, please provide the linear programming problem (LPP) you'd like to solve.

Typically, an LPP has the following form:

Maximize or Minimize:
$Z = c_1 x_1 + c_2 x_2 + \dots + c_n x_n$

Subject to constraints: $a_{11} x_1 + a_{12} x_2 + \dots + a_{1n} x_n \leq (or \geq or =) b_1$ $a_{21} x_1 + a_{22} x_2 + \dots + a_{2n} x_n \leq (or \geq or =) b_2$ $\vdots$ $a_{m1} x_1 + a_{m2} x_2 + \dots + a_{mn} x_n \leq (or \geq or =) b_m$

Where $x_1, x_2, \dots, x_n \geq 0$.

Please share the objective function, constraints, and whether it's a maximization or minimization problem. If you have an image or details, feel free to upload it! I'll walk you through the steps of the Simplex Method to solve it.

Would you like to share the problem?