The image you've uploaded seems to be a mathematical question in Finnish. Here's a translation of the text for clarification:

Problem 7:
Determine the linearization of the function
$F(x, y) = (y + \sqrt{x}, x + \sqrt[3]{y})$
at the point $(9, 8)$. Approximate the value of $F$ at the point $(8, 9)$ using the linearization.

To solve this, we need to follow these steps:

1. Find the function value at the point $(9, 8)$.
2. Compute the partial derivatives of the function $F(x, y)$ with respect to both $x$ and $y$.
3. Set up the linearization formula: $L(x, y) = F(9, 8) + F_x(9, 8)(x - 9) + F_y(9, 8)(y - 8)$
4. Use the linearization to approximate $F(8, 9)$.

Would you like me to walk you through each of these steps in detail or proceed directly to the solution?