1. The problem is to find the missing values in the row labeled "k" in the table where the values increase by 5 each step. 2. We observe the pattern in the "k" row: 17, 22, 27, __, __. 3. The difference between consecutive values is $22 - 17 = 5$ and $27 - 22 = 5$. 4. Since the pattern increases by 5 each time, we add 5 to the last known value 27 to find the next value: $$27 + 5 = 32$$ 5. Then add 5 again to find the last missing value: $$32 + 5 = 37$$ 6. Therefore, the missing values in the "k" row are 32 and 37. Final answer: The completed "k" row is 17, 22, 27, 32, 37.