Or:

34×9=306

The quotient is 6. The remainder is 6. What is the dividend? This answer is not unique, such as

66÷ 10=6……6

24÷3=6……6

36÷5=6……6

……

Is it useful?

How much is divided by 24, the remainder is 0, the quotient is 2 digits, and the dividend is 240 ÷ 24 = 10.

2376÷24=99

Dividend at least 240; The maximum value is 2376.

The sum of dividend, divisor, quotient and remainder is 57. It is known that the quotient is seven, the remainder is one, and the dividend is as many as the divisor. Cold cherry warms up to answer for you:

57-7- 1=49

Divider: (49- 1)÷(7+ 1)=6.

Bonus: 6×7+ 1=43

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The dividend is 2.06, the divisor is 0.06 and the quotient is 34. What is the solution of remainder? According to the meaning of the question,

2.06/0.06 = 206/6 = 1 03/3 = 34 and1.

A: The remainder is 1.

The dividend is 6 12, the quotient is 6, the remainder is 72, and what is the divisor? Solution: The dividend is 6 12, the quotient is 6, and the remainder is 72.

Dividend =6 12, quotient =6, remainder =72,

Dividend = quotient ... remainder,

Divider = (dividend-remainder) quotient

=(6 12-72)÷6

=540÷6

=90

A: The divisor is 90.

(6 12-72)÷6=90

There is a division formula in which the divisor is a single digit, the quotient is 130, the remainder is five, and what is the minimum dividend? There is a division formula in which the divisor is a single digit, the quotient is 130, the remainder is five, and what is the minimum dividend?

Idea: The remainder is 5 and the divisor is one digit, so the minimum is 5+ 1=6. With the divisor, it is easy to find the dividend.

Solution:

Divider =5+ 1=6

Dividend =6* 130+5=785

A: The minimum dividend is 785.

The dividend is 54 and the remainder is 6. What is divisor and quotient? 54-6=48.

1,48

2,24

3, 16

4, 12

6,8

If it is a positive integer, it should be these groups.

The dividend is 6 12, the quotient is 6, the remainder is 72, and what is the divisor? Hello! Dividend = divisor × quotient+remainder, so divisor = (dividend-remainder) ÷ quotient =(6 12-72)÷6=90. The economic mathematics team will help you solve the problem, please adopt it in time. thank you