Question

Запиши пять четырёхзначных чисел каждое из которых при делении на число 23 даёт двузначное неполное частное

Answer 1

2222,2221,2220,1999,1998
Либо другие
1000, 1001, 1002, 1003, 1004

Answer 2

Finding Four-Digit Numbers Divisible by 23

To find five four-digit numbers, each of which, when divided by 23, gives a two-digit incomplete quotient, we can use the following approach:

1. Calculate the Incomplete Quotient: Divide each four-digit number by 23 and find the incomplete quotient.

2. Select Suitable Numbers: Choose numbers where the incomplete quotient is two digits.

Let's calculate the numbers using the provided search results.

Calculating the Numbers

1. The first number is 230. When divided by 23, it gives an incomplete quotient of 10. 2. The second number is 345. When divided by 23, it gives an incomplete quotient of 15. 3. The third number is 460. When divided by 23, it gives an incomplete quotient of 20. 4. The fourth number is 575. When divided by 23, it gives an incomplete quotient of 25. 5. The fifth number is 690. When divided by 23, it gives an incomplete quotient of 30.

So, the five four-digit numbers that meet the given criteria are: - 230 - 345 - 460 - 575 - 690