I am unable to get ahold of my teacher, and I cannot understand what this problem means:
While 3 Watchmen were guarding an orchard, a theif slipped in and stole some apples. One his way out, he met the 3 Watchmen, one after another, and to
each in turn he gave half of the apples he had and two besides. In this way, he managed to escape with one apple. How many
apples had he stolen originally?
I do not understand what the problem means when it says, "and two besides."
Can anyone help me understand this so I can solve the problem?
While 3 Watchmen were guarding an orchard, a theif slipped in and stole some apples. One his way out, he met the 3 Watchmen, one after another, and to
each in turn he gave half of the apples he had and two besides. In this way, he managed to escape with one apple. How many
apples had he stolen originally?
I do not understand what the problem means when it says, "and two besides."
Can anyone help me understand this so I can solve the problem?