Question

__:29=0(ост.6) __:30=5(ост.6) 0:__=0(ост.__) 546:__=1(ост._)

Answer 1

6:29=0 (ост.6)       156:30=5 (ост.6)     0:5=0 (ост.0)   546:500=1(ост.46)                 ***объясняю:       :30=5 (ост.6) как узнать какое число пропущено? очень просто!  надо 5*30  и прибавить остаток .... 5*30+6=156 ,                                    *** а при делении 0 на любое число всё равно получится 0.

Answer 2

6:29=0(ост6)
156=5(ост6)
0:2=0(ост0)
546:545=1(ост1)

Answer 3

The given equations seem to involve a pattern where certain digits are replaced with underscores (_) and the remainders of division are provided. Based on this pattern, let's analyze each equation:

__:29=0(ост.6): This equation implies that a two-digit number divided by 29 leaves a remainder of 6, and the result of the division is 0. There are several possibilities for the number that satisfies this equation, such as 58, 87, 116, and so on.

__:30=5(ост.6): This equation indicates that a two-digit number divided by 30 leaves a remainder of 6, and the result of the division is 5. Similarly, there are multiple options, such as 156, 186, 216, and so on.

0:=0(ост.): Here, a one-digit number divided by an unknown number leaves no remainder, and the result of the division is 0. The only possible solution for this equation is when the unknown number is 1.

546:__=1(ост._): In this equation, a three-digit number divided by an unknown number leaves a remainder of 1, and the result of the division is 1. The only possible solution for this equation is when the unknown number is 1 as well.

To summarize the solutions we have found:

• __:29=0(ост.6): Possible solutions include 58, 87, 116, etc.
• __:30=5(ост.6): Possible solutions include 156, 186, 216, etc.
• 0:=0(ост.): The unknown number is 1.
• 546:__=1(ост._): The unknown number is 1.

Please note that these solutions are based on the given pattern and assumptions made. If there is additional context or constraints, the solutions might vary.