Вопрос задан 08.05.2019 в 04:28. Предмет Математика. Спрашивает Печенев Данил.

Вставьте пропущенную цифру чтобы деление выполнялось без остатка815{ } :27 776{ } :11 964{ } :48

513( ) : 17 648 ( ) :16 984 ( ) :49 961( ):16 569( ):14 724 ( ):24 Чем похожи все значения выражений?
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Отвечает Зайцев Георгий.
8154/2=302
7766/11=706
9648/48=201
5134/17=302
6480/16=405
ответы все трехзначные, десяти =0

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Отвечает Кадубовский Владик.
8154:27=302   7766:11=706   9648:48=201   5134:17=302  6480 :16=405  9849:49=201  9616:16=601   5698:14=407   7248:24=302
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Отвечает нейросеть ChatGpt. Будьте внимательны, ответы нейросети могут содержать ошибочные или выдуманные данные.

Division Calculation and Similarity of Values

To complete the division without remainder, we need to find the missing digit in the given expression:

815{ } : 27 776{ } : 11 964{ } : 48 513( ) : 17 648( ) : 16 984( ) : 49 961( ) : 16 569( ) : 14 724( ) : 24

Let's analyze the given expression and find the missing digit.

The first step is to identify the pattern or rule that applies to all the values in the expression. By examining the given expression, we can observe that the divisor (the number after the colon) remains the same for all the divisions. In this case, the divisor is 27.

To find the missing digit, we can use the fact that the division should be performed without a remainder. This means that the dividend (the number before the colon) should be divisible by the divisor without any remainder.

Let's go through each division and find the missing digit:

1. 815{ } : 27 - The dividend should be divisible by 27 without a remainder. - By trying different digits, we find that the missing digit is 9. So, the complete division is 8159 : 27.

2. 776{ } : 11 - The dividend should be divisible by 11 without a remainder. - By trying different digits, we find that the missing digit is 3. So, the complete division is 7763 : 11.

3. 964{ } : 48 - The dividend should be divisible by 48 without a remainder. - By trying different digits, we find that the missing digit is 2. So, the complete division is 9642 : 48.

4. 513( ) : 17 - The dividend should be divisible by 17 without a remainder. - By trying different digits, we find that the missing digit is 1. So, the complete division is 5131 : 17.

5. 648( ) : 16 - The dividend should be divisible by 16 without a remainder. - By trying different digits, we find that the missing digit is 8. So, the complete division is 6488 : 16.

6. 984( ) : 49 - The dividend should be divisible by 49 without a remainder. - By trying different digits, we find that the missing digit is 5. So, the complete division is 9845 : 49.

7. 961( ) : 16 - The dividend should be divisible by 16 without a remainder. - By trying different digits, we find that the missing digit is 0. So, the complete division is 9610 : 16.

8. 569( ) : 14 - The dividend should be divisible by 14 without a remainder. - By trying different digits, we find that the missing digit is 2. So, the complete division is 5692 : 14.

9. 724( ) : 24 - The dividend should be divisible by 24 without a remainder. - By trying different digits, we find that the missing digit is 8. So, the complete division is 7248 : 24.

Therefore, the complete expression is:

8159 : 27 7763 : 11 9642 : 48 5131 : 17 6488 : 16 9845 : 49 9610 : 16 5692 : 14 7248 : 24

The similarity among all the values in the expression is that they are all divisible by their respective divisors without any remainder, resulting in whole numbers as quotients.

I hope this helps! Let me know if you have any further questions.

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