Can only one person count - or, for example, two? If two, the problem of stopping counting is easily solved if they go in different directions and stupidly count. It doesn't even need to be on/off.
Mathemat: Can only one person count - or, for example, two?
I think it's one. With two it's easy. We leave one person and count in a circle before him. Or two people count in opposite directions, then the results are added up.
Switch on all the torches. Measure the current consumption of the torch. Measure the current consumption of all the torches. Divide the total current by the current of one torch :))))
Can only one person count - or, for example, two? If two, the problem of stopping counting is easily solved if they go in different directions and stupidly count. It doesn't even need to be on/off.
Нашли мы в парке карусель
You can't see the whole picture.
Can only one person count - or, for example, two?
I think it's one. With two it's easy. We leave one person and count in a circle before him. Or two people count in opposite directions, then the results are added up.
Is the number of passes limited?
I don't think so, but you want to have the optimum solution.
And maybe the number of horses/wagons is known to be even/even?
:-)
From a discussion on braingames.ru: