Nine consecutive even numbers, the largest number is three times the smallest number, find the nine consecutive even numbers are how many
8、10、12、14、16、18、20、22、24
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- 1. The sum of nine consecutive even numbers is 232 more than the smallest of them. What is the largest of these nine numbers?
- 2. 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 ()
- 3. The sum of nine consecutive even numbers is 232 more than the smallest of them. What is the largest of these nine numbers?
- 4. The sum of nine consecutive even numbers is 232 more than the smallest of them. What is the largest of these nine numbers?
- 5. If nine consecutive even numbers are known, and the largest number is nine times the smallest number, then these nine numbers are zero___ .
- 6. Nine consecutive even numbers. The maximum number is three times the minimum number. What are the nine even numbers? Seven consecutive odd numbers are arranged from small to large. The sum of the second number and the sixth number is 38. What are the odd numbers
- 7. 21 is the smallest of several consecutive odd numbers, 32 is the largest of several even numbers. Nine odd and even numbers are known, and their sum is 241 How many odd and even numbers are there? Please make it clear, don't just give me numbers and equations, if so, please write the process.
- 8. From marked 1, 2, 3 If you take any two of the nine pieces of paper, the probability that the product of the numbers of the two pieces of paper is even is () A. 12B. 718C. 1318D. 1118
- 9. There are five digital cards. They are 1, 2, 4, 5 and 6. Take any two of them. The probability that the sum of the numbers of these two cards is even is?
- 10. What is the probability that the product of any two of the nine cards with numbers 1,2 ··· 9 is a complete square? What does it mean that the product of two numbers is a perfect square? Is a perfect square not the square of a certain number?
- 11. If in 7 consecutive even numbers, the largest number is exactly 3 times the smallest number, then the largest number is equal to______ .
- 12. Fill 1 to 16 in the 4 × 4 square so that the sum of all horizontal rows and all vertical columns is eight consecutive natural numbers,
- 13. Fill the 9 natural numbers 1-9 in the table below, so that each horizontal, vertical, oblique and horizontal line has 159 boxes
- 14. Can you put natural numbers 1-9 into the graph so that the sum of the three numbers in each row is even? fast
- 15. If three different natural numbers are given, the sum of two of them must be even. Why?
- 16. If three different natural numbers are given, the sum of two of them must be even. Why?
- 17. If three different natural numbers are given, the sum of two of them must be even. Why?
- 18. In the 10 natural numbers of 1,2,3... 9, take any 3 numbers, and find the probability that there are exactly two adjacent numbers in the 3 numbers
- 19. Take any three of the ten natural numbers 1 and 2.10, then the largest of the three numbers is the probability of 3 When I figure it out, it's 1 / 20, but the answer is 1 / 120. Which one is right? Thank you
- 20. From any three of the four numbers 0, 1, 2 and 3, the probability that the number arranged by the three numbers is three digits and even is obtained