Sequential linear programming

Question

I need some help starting this problem. I'm not sure how to put this in SLP form from the general form. And, how do I use the X^0 vector in this? For the optimization problem below, put the problem in correct SLP form for the first movement. Apply the appropriate move limits as well.

$$\begin{align} &\min F(X) = {x_1}^3 {x_2} {x_3}^5 + 32{x_2}^4 x_1 - 20x_1 {x_3}^3 \\ &S.T.\\ &g_1(X) = 5{x_1}^2 + 7{x_3}^4 x_2 \le 0 \\ &g_2(X) = \frac{{X_3}^2}{x_1} + 6x_2 \\ &1 \le x_1 \le 9 \\ &3\le x_2 \\ &x_3 \le 25 \end{align}$$

The initial point is: $$X^0 = \begin{bmatrix}3\\3.03\\20\end{bmatrix}$$