The sum of nine consecutive even numbers is 232 more than the smallest of them. What is the largest of these nine numbers?

The sum of nine consecutive even numbers is 232 more than the smallest of them. What is the largest of these nine numbers?

Let the minimum number be x, the formula is as follows: x + 2 + X + 4 + X + 6 + X + 8 + X + 10 + X + 12 + X + 14 + X + 16 = 232 (x + 2 + X + 16) × 8 △ 2 = 232x + 9 = 232 △ 8 & nbsp; X = 29-9, x = 20; the maximum number is 20 + 16 = 36; a: the maximum number is 36