Charcoal, heard the riddle long time ago! A grandfather, father, and son go fishing. Each catch and eat 1 whole fish, but in total there are only 2 fish, how is this possible? (No one shared, it's 1 whole fish)
The grandfather is also a father of the son, so they are the same. Hence grandfather + son = 2 people.
A man has gone to the market and has bought a goose, a fox, and a bag of grain. He must cross a river in a boat. He can only bring himself and one of his purchases at once in the boat. (only 2 things in the boat at one time) If he leaves the fox and goose, and brings grain, they fox eats the goose. If he brings the fox, and leaves the goose and grain, the goose eats the grain. He must bring all 3 of his purchases across the river. How will he accomplish this? No googling the answer, and if you already know the answer, let someone else figure it out, please.
Typical riddle, I know another one like this involving a man of 2 kgs, his 2 sons of 1 kg each and a boat which can only hold a max of 2 kg. They need to cross a river, but there's only one boat. Try this after you get the answer to Villa's riddle
