# How do you find the end behavior of F(x) = 2x^(3) + 3x^(2) - 8x -12?

The end behaviour would be x$\to \infty , y \to \infty$ and x$\to - \infty , y \to - \infty$
It is a cubic polynomial function with positive leading coefficient. Its graph would rise to the right and fall to the left. The end behaviour would thus be x$\to \infty , y \to \infty$ and x$\to - \infty , y \to - \infty$