Find number abc
[6116] Find number abc - If a1b3b + 2c8bc = 7883a find number abc. Multiple solutions may exist. - #brainteasers #math - Correct Answers: 25 - The first user who solved this task is Nasrin 24 T
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Find number abc

If a1b3b + 2c8bc = 7883a find number abc. Multiple solutions may exist.
Correct answers: 25
The first user who solved this task is Nasrin 24 T.
#brainteasers #math
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Nuns Confessional

Four nuns are standing in line for confession. The first nun goes into the confessional and says bless me father for I have sinned I touched a man’s private parts.

The priest asks, "What part of your body did you use?"

The nun replies, "My right hand."

The priest tells her to dip her right hand in holy water say 10 hail Mary’s and all will be forgiven.

The second nun goes into the confessional and says, "Bless me father for I have sinned I touched a mans private parts."

The priest asks, "What part of your body did you use?"

The nun replies, "My left hand." The priest tells her to dip her left hand in the holy water say 10 hail Mary’s and all will be forgiven.

Well, this leaves the third and fourth nun standing in line. The fourth nun taps the third nun on the shoulder and asks, "Would you mind if I went first?"

The third nun says, "Sure I don't care, but would mind telling me why?"

The fourth nun replies, "Well, I would like to drink the water before you have to sit in it!"

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John von Neumann

Born 28 Dec 1903; died 8 Feb 1957 at age 53. Hungarian-American mathematician who made important contributions in quantum physics, logic, meteorology, and computer science. He invented game theory, the branch of mathematics that analyses strategy and is now widely employed for military and economic purposes. During WW II, he studied the implosion method for bringing nuclear fuel to explosion and he participated in the development of the hydrogen bomb. He also set quantum theory upon a rigorous mathematical basis. In computer theory, von Neumann did much of the pioneering work in logical design, in the problem of obtaining reliable answers from a machine with unreliable components, the function of “memory,” and machine imitation of “randomness.”[Image left: Von Neumann with ENIAC computer.]
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