### Instruction: What is the largest integer that is a solution of $13x + 8 < 35$?### Response: To find the largest integer that is a solution of this inequality, I need to isolate x on one side of the inequality sign.
I can start by subtracting 8 from both sides, which gives me $13x < 27$.
Then, I can divide both sides by 13, which gives me $x < 27/13$.
Now, I need to find the largest integer that is less than 27/13.
I know that 27/13 is a little more than 2, since 26/13 is exactly 2.
Therefore, the largest integer that is less than 27/13 is 2.
This means that 2 is the largest integer that is a solution of the inequality.