Find number abc
[6985] Find number abc - If a292c + 4ba7a = 79a01 find number abc. Multiple solutions may exist. - #brainteasers #math - Correct Answers: 20 - The first user who solved this task is Nasrin 24 T
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Find number abc

If a292c + 4ba7a = 79a01 find number abc. Multiple solutions may exist.
Correct answers: 20
The first user who solved this task is Nasrin 24 T.
#brainteasers #math
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9 Months Later

Jack decided to go skiing with his buddy, Bob. So they loaded up Jack's minivan and headed north. After driving for a few hours, they got caught in a terrible blizzard. So they pulled into a nearby farm and asked the attractive lady who answered he door if they could spend the night. "I realize it's terrible weather out there and I have this huge house all to myself, but I'm recently widowed," she explained. "I'm afraid the neighbors will talk if I let you stay in my house."
"Don't worry," Jack said. "We'll be happy to sleep in the barn. And if the weather breaks, we'll be gone at first light." The lady agreed, and the two men found their way to the barn and settled in for the night. Come morning, the weather had cleared, and they got on their way. They enjoyed a great weekend of skiing.
But about nine months later, Jack got an unexpected letter from an attorney. It took him a few minutes to figure it out, but he finally determined that it was from the attorney of that attractive widow he had met on the ski weekend. He dropped in on his friend Bob and asked, "Bob, do you remember that good-looking widow from the farm we stayed at on our ski holiday up north about 9 months ago?"
"Yes, I do." said Bob
"Did you, er, happen to get up in the middle of the night, go up to the house and pay her a visit?"
"Well, um, yes," Bob said, a little embarrassed about being found out "I have to admit that I did."
"And did you happen to use my name instead of telling her your name?"
Bob's face turned beet red and he said, "Yeah, look, I'm sorry, buddy. I'm afraid I did." "Why do you ask?"
"She just died and left me everything."      

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Augustus De Morgan

Died 18 Mar 1871 at age 64 (born 27 Jun 1806). English mathematician and logician who did important work in abstract symbolic logic, the theory of relations, and formulated De Morgan's laws: one is “NOT (A AND B) = (NOT A) or (NOT B)” and the other is “NOT (A OR B) = (NOT A) AND (NOT B)”. These laws continue to be applied in modern proof theory and for software programming. When he defined and introduced the term “mathematical induction” (1838), he gave the process a rigorous basis and clarity that it had previously lacked. He originated the use of the slash to represent fractions, as in 1/5 or 3/7. In Trigonometry and Double Algebra (1849) he gave a geometric interpretation of complex numbers.«[Born in India, De Morgan (according to Macfarlane) De Morgan considered himself to be British, without being specifically English, Scottish, Welsh or Irish.]
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