The given sentence in the image is:

"Two more than the product of a number and 8 equals 6."

You are asked to translate this into an equation using the variable W for the unknown number.

Step-by-step translation:

1. "The product of a number and 8" can be written as $8W$ (since "product" means multiplication, and the unknown number is represented by $W$).
2. "Two more than" means we add 2 to that product, so it becomes $8W + 2$.
3. "Equals 6" means that the expression on the left-hand side is equal to 6, so we write: $8W + 2 = 6$

Final equation:

$8W + 2 = 6$

Would you like a detailed solution for solving this equation? Here are a few related questions to consider:

1. How do you solve the equation $8W + 2 = 6$?
2. What is the solution for $W$ in this equation?
3. What does "two more than the product" mean in general terms?
4. Can this equation be rewritten in a different form before solving it?
5. How would the equation change if the product was "3 more" instead of "2 more"?

Tip: When translating word problems into equations, look for keywords like "more than" (addition), "product" (multiplication), and "equals" (equality).