This object can be driven, b...
[5525] This object can be driven, b... - This object can be driven, but has no wheels, and can also be sliced and remain whole. What is it? - #brainteasers #riddles - Correct Answers: 28 - The first user who solved this task is Djordje Timotijevic
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This object can be driven, b...

This object can be driven, but has no wheels, and can also be sliced and remain whole. What is it?
Correct answers: 28
The first user who solved this task is Djordje Timotijevic.
#brainteasers #riddles
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Getting In An Accident

A Rabbi and a Priest are driving one day and, by a freak accident, have a head-on collision with tremendous force. Both cars are totally demolished, but amazingly, neither of the clerics has a scratch on him.
After they crawl out of their cars, the rabbi sees the priest's collar and says, "So you're a priest. I'm a rabbi.
Just look at our cars.
There is nothing left, yet we are here, unhurt.
This must be a sign from God!"
Pointing to the sky, he continues, "God must have meant that we should meet and share our lives in peace and friendship for the rest of our days on earth."
The priest replies, "I agree with you completely.
This must surely be a sign from God!"
The rabbi is looking at his car and exclaims, "And look at this!
Here's another miracle!
My car is completely demolished, but this bottle of Mogen David wine did not break.
Surely, God wants us to drink this wine and to celebrate our good fortune."
The priest nods in agreement.
The rabbi hands the bottle to the priest, who drinks half the bottle and hands the bottle back to the rabbi.
The rabbi takes the bottle and immediately puts the cap on, then hands it back to the priest.
The priest, baffled, asks, "Aren't you having any, Rabbi?"
The rabbi replies, "Nah... I think I'll wait for the police."
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Arthur Cayley

Died 26 Jan 1895 at age 73 (born 16 Aug 1821). English mathematician who played a leading role in founding the modern British school of pure mathematics. He trained first as a lawyer, and from 1849, spent 14 years at the bar, during which time he maintained an interest in mathematics and published about 250 mathematical papers. In 1863, Cayley followed his passion and commenced a new career as professor of Pure Mathematics at Cambridge and during his tenure published 900 papers and notes covering nearly every aspect of modern mathematics. The legacy of his work in n-dimensional geometry was later applied in physics to the study of the space-time continuum. His work on matrices served as a foundation for quantum mechanics developed by Werner Heisenberg in 1925.«
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