Final answer:
The largest whole number x for which 8 + x is greater than 2x is 7, as any larger whole number would violate the inequality.
Step-by-step explanation:
In solving the inequality 8 + x > 2x, you are looking for the largest whole number x that satisfies the condition.
First, you need to manipulate the inequality to solve for x.
Subtract x from both sides of the inequality to obtain 8 > x. This means that the largest whole number x can be is 7, because the next whole number, 8, would not satisfy the inequality since 8 is not greater than itself.
Thus, the largest whole number for which 8 + x is bigger than 2x is 7.