Find number abc
[4276] Find number abc - If a26c0 - ccaa9 = 608bc find number abc. Multiple solutions may exist. - #brainteasers #math - Correct Answers: 34 - The first user who solved this task is Thinh Ddh
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Find number abc

If a26c0 - ccaa9 = 608bc find number abc. Multiple solutions may exist.
Correct answers: 34
The first user who solved this task is Thinh Ddh.
#brainteasers #math
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Two Lions

Once upon a time, long, long ago there were two unique lions in the jungles of Africa. Both, it seems, had human-like qualities that made them claim territory, daring the other to cross over the line. Strange as it seems, the boundary between their turf was a well traveled trail through the jungle.

All day every day, both lions lay in the brush staring across the trail at their compatriot, daring him to cross into their territory.

The local natives knew of this animal feud, but all this was unbeknown to African Jack, a well-known and must publicized guide who did not speak Lionese and was unfamiliar with the territory.

While he was leading a safari through the jungle, walking all day and cutting vines with their machetes, all this constant hacking brush had them worn to a frazzle. After seeing two or three of his safari drop from exhaustion, African Jack decided to stop on the trail between these two lions and camp for the night.

After sitting up camp, eating, and getting his safari settled African Jack sat on a stump and began reading. While he was busily engaged in the printed page, the two lions, simultaneously, pounced on African Jack and ate him on the spot.

When the 6 o'clock news heard of the tragedy, they reported, “African Jack killed this evening. The motive is unclear, but it is reported he was reading between the lions.”

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Agner Erlang

Born 1 Jan 1878; died 3 Feb 1929 at age 51.Agner Krarup Erlang was a Danish mathematician who was a pioneer in the study of telecommunications traffic. He developed mathematical theories applying the theory of probability, while working for the Copenhagen Telephone Company. He provided significant insights for planning the operation of automatic telephone exchanges that proved so useful that his formulas were used by telephone companies in other countries, including Britain. He died unexpectedly at age 51. Nearly two decades after his early death, an international committee for telephone communications applied his name to the erlang unit to be the International Unit of Telephone Traffic. The Erlang distribution, also known by his name, refers to the statistical probability distribution that he used in his work, a special case of the Gamma distribution, used for traffic models.«
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