Complete the given $3\times 3$ figure matrix by choosing the correct option:

To find the missing cell, let us analyze the pattern of the two arrows in each row:
1. First Arrow Pattern (Left Arrow):
* In Row 1: The left arrows point $\uparrow$, $\uparrow$, $\downarrow$.
* In Row 2: The left arrows point $\uparrow$, $\uparrow$, $\downarrow$.
* In Row 3: Following the same sequence ($\uparrow$, $\uparrow$, $\downarrow$), the left arrow in the second column must point $\uparrow$.

2. Second Arrow Pattern (Right Arrow):
* In Row 1: The right arrows point $\uparrow$, $\downarrow$, $\uparrow$. Notice that the middle arrow points in the opposite direction of the outer ones.
* In Row 2: The right arrows point $\to$, $\leftarrow$, $\to$. Again, the middle arrow is reversed compared to the outer ones.
* In Row 3: The outer right arrows point $\downarrow$ and $\downarrow$. Following the established rule, the middle right arrow must point in the opposite direction, which is $\uparrow$.

Combining both observations, the missing cell must contain two up arrows: $\uparrow \uparrow$.