Find number abc
[5070] Find number abc - If c0ba9 + b6970 = 117799 find number abc. Multiple solutions may exist. - #brainteasers #math - Correct Answers: 44 - The first user who solved this task is Djordje Timotijevic
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Find number abc

If c0ba9 + b6970 = 117799 find number abc. Multiple solutions may exist.
Correct answers: 44
The first user who solved this task is Djordje Timotijevic.
#brainteasers #math
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Ponderings Collection 02

If a cow laughed real hard, would milk come out her nose?
If nothing ever sticks to TEFLON, how do they make TEFLON stick to the pan?
If you tied buttered toast to the back of a cat and dropped it from a height, what would happen?
If you're in a vehicle going the speed of light, what happens when you turn on the headlights?
You know how most packages say "Open here". What is the protocol if the package says, "Open somewhere else"?
Why do they put Braille dots on the keypad of the drive-up ATM?
Why do we drive on parkways and park on driveways?
Why isn't "palindrome" spelled the same way backwards?
Why is it that when you transport something by car, it's called a shipment, but when you transport something by ship, it's called cargo?
You know that little indestructible black box that is used on planes, why can't they make the whole plane out of the same substance?
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Simon Lake submarine patent

In 1896, inventor Simon Lake was issued a U.S. patent for his "Submarine Locomotive" (No. 557,835), which he designed with underwater salvage operations in mind. It was fitted with traction wheels to travel the water-bed, and a crane hoist at the front. A diver's compartment with a bottom door could be filled with compressed air at the same pressure as the surrounding water to enable the diver to exit and enter the vessel underwater to have "an aperture on one side closed by means of a vibratory disphragm, and a combined air-supply and speakingtube connecting ... with a diver's helmet." He improved his design with a later patent issued 20 Apr 1897 (No. 581,213). On 16 Dec 1897 he demonstrated submarine Argonaut.«
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