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Riddle:
Which of the men is so prudent and wise as to say who drives me on my path, when I rise up strong, at times severe, powerfully prominent, sometimes vengeful, I travel throughout the land, burn houses. Smoke rises, grey over rooftops. The trees on earth shall be, the violent death of men, when I shake the woods, the flowering forests, fell tall trees, roofed with rain, by the highest powers, driven in my wandering, widely sent; I have on my back what once covered men, body, and soul, both in water. Say who covers me, or how I am called, that bears that burden. What am I?
Riddle:
Two fathers and three sons walk into a candy shop and buy one candy bar each for 50 cents each. They walk out only spending $1.50. How do they do that?
Answer: There is a grandfather a father and son of grand father and fathers son.
Riddle:
Two teenagers, covered in tattoos and dressed in black leather jackets with chains around their necks, strutted into a local business. Each of the teens was carrying a long, tapered, hardwood stick. When they entered the room, they arrogantly announced in a loud voice, "We are here to beat everyone in this room, and no one can stop us!" Several of the patrons started to leave out the back door, fearing a confrontation was unavoidable. The two, true to their words, proceeded to beat everyone in the room with their sticks, despite being heavily outnumbered. Everyone who dared to stand up to them was beaten in turn, but no one called the police to stop the beatings, and the owner of the establishment thanked them for coming --- and even welcomed them back! Has society completely fallen to pieces, or is there some rational explanation for these events?
Answer: The two talented teens had gone to either a local youth center, or to a local pool hall, where they successfully challenged and defeated each of the willing patrons there in the game of pool.
Riddle:
If a hen and a half lay an egg and a half in a day and a half, how many eggs will half a dozen hens lay in half a dozen days?
Answer: Two dozen. If you increase both the number of hens and the amount of time available four-fold, the number of eggs increases 16 times. 16 x 1.5 = 24.
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