The sum of 9 consecutive even numbers is 232 more than the smallest of them. What's the largest number among these 9 numbers? It's 36. How can you give an example? Please answer the following question: 1、 The sum of 9 consecutive even numbers is 232 more than the smallest of them. What is the largest of these 9 numbers? 2、 A five digit number is divided by 72. I don't know the first and last two digits. The numbers on the thousand, hundred and ten digits are 6, 7 and 9 respectively. This five digit number is ()

First, let the minimum number be x, and the formula is as follows: [x + {x + 2} + {x + 4} + {x + 6} + {x + 8} + {x + 10} + {x + 12} + {x + 14} + {x + 16}] = x + 232 9x + 72 = x + 232 9x + 72 = x + 2328x + 72 = x + 232 both sides are removed at the same time, one X: 8x + 72 = 2328x = 232-72 x = 160 / 8x = 20, the maximum number is 20 + 16 = 36

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