The expression you provided is $8g - h$.

This expression is a simple algebraic expression consisting of two terms: $8g$ and $-h$.

• $8g$ means 8 times the variable $g$.
• $-h$ means subtracting the variable $h$.

If you have specific values for $g$ and $h$, you can substitute them into the expression to find the numerical result.

Would you like to solve this expression for specific values of $g$ and $h$, or do you have any other related questions?

Here are 5 related questions that might interest you:

1. How do you simplify expressions like $8g - h + 3g$?
2. What happens if $g = h$ in the expression $8g - h$?
3. How do you factor expressions similar to $8g - h$?
4. What is the result if $g = 2$ and $h = 5$ in $8g - h$?
5. How do you expand and simplify an expression like $(8g - h)(g + h)$?

Tip: When working with algebraic expressions, always pay attention to the signs in front of each term, as they can significantly change the result of your calculations.