Find number abc
[8044] Find number abc - If a65ca - a40a6 = b44c find number abc. Multiple solutions may exist. - #brainteasers #math - Correct Answers: 0
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Find number abc

If a65ca - a40a6 = b44c find number abc. Multiple solutions may exist.
Correct answers: 0
#brainteasers #math
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A man and a monkey walk into a bar

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The man sits down and orders a beer. The monkey jumps onto the bar and eats a very old olive that was sitting there.

The bartender says, "Did you see what your monkey did? He ate that disgusting olive!"

The man says, "Oh, he does stuff like that all the time. Just ignore it."

The man finishes his beer and he and the monkey leave.

A couple days later, the man and the monkey walk back into the bar. The man sits down and orders a beer. The monkey jumps onto the pool table and swallows the cue ball.

The bartender says, "Did you see what your monkey did? He swallowed the cue ball!"

The man says, "Oh, he does stuff like that all the time. Just ignore it."

The man finishes his beer and he and the monkey leave.

A week later, the man and the monkey walk back into the bar. The man sits down and orders a beer. The monkey jumps onto the bar, picks up a cherry, sticks it up his butt, pulls it out, and eats it.

The bartender says, "That is the most disgusting thing I've ever seen. Your monkey stuck that cherry up his butt and ate it."

The man says, "Yeah, ever since the cue ball incident, he measures everything first."

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Alan Baker

Born 19 Aug 1939.British mathematician who was awarded the Fields Medal in 1970. Awarded every four years for outstanding discoveries in mathematics, the Medal is considered the highest honor in the field and the equivalent of the Nobel Prize. This award was for his work in Transcendental Number Theory. From ancient Greek times, people tried to 'square a circle' (create a square with the same area as a circle using a ruler and compasses only), but it proved impossible last century by showing that pi is a transcendental number (a number which is not a solution of a polynomial equation with integer coefficients). Baker's work here was a breakthrough with diophantine equations. Baker also made substantial contributions to Hilbert's seventh problem.
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