Question

Как найти границы частного? 423:9

Answer 1

4.7x10^1 думаю так 

Answer 2

Деление  столбиком 
423 -9
423  47
-----
    0                                 проверяем  47х9=       47
                                                                           9
                                                                           423

Answer 3

Finding the Bounds of a Quotient

To find the bounds of a quotient, we need to understand the context of the given expression "423:9". It appears to be a division operation, where 423 is divided by 9. The bounds of the quotient can be determined by finding the largest and smallest possible values that the quotient can take.

Unfortunately, the search results provided by You.com do not contain specific information about finding the bounds of a quotient. However, we can still provide some general guidance on how to approach this problem.

To find the upper bound of the quotient, we divide the largest possible value of the dividend by the smallest possible value of the divisor. In this case, the largest possible value of the dividend is 423, and the smallest possible value of the divisor is 9. Therefore, the upper bound of the quotient is 423 ÷ 9 = 47.

To find the lower bound of the quotient, we divide the smallest possible value of the dividend by the largest possible value of the divisor. In this case, the smallest possible value of the dividend is 423, and the largest possible value of the divisor is 9. Therefore, the lower bound of the quotient is 423 ÷ 9 = 47.

Therefore, the bounds of the quotient for the expression "423:9" are both 47.

Please note that this is a general approach to finding the bounds of a quotient. If you have a specific context or problem that requires more detailed calculations, please provide additional information so that we can assist you further.