Can you find the area...
[1891] Can you find the area... - There is a figure below (a rectangle). You can see different colors depicting different regions of the figure. The labels on the top of a region defines the area of that region. Can you find the area of the green shaded region labelled with a question mark? - #brainteasers #math #riddles - Correct Answers: 104 - The first user who solved this task is Neelima Subrahmanyam
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Can you find the area...

There is a figure below (a rectangle). You can see different colors depicting different regions of the figure. The labels on the top of a region defines the area of that region. Can you find the area of the green shaded region labelled with a question mark?
Correct answers: 104
The first user who solved this task is Neelima Subrahmanyam.
#brainteasers #math #riddles
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Blonde and Psychiatrist

A blonde is speaking to a psychiatrist.

Blonde, "I'm on the road a lot, and my clients are

complaining that they can never reach me."

Psychiatrist, "Don't you have a phone in your car?"

Blonde, "That was a little too expensive, so I did the next

best thing. I put a mailbox in my car."

Psychiatrist, "Uh ... How's that working?"

Blonde, "Actually, I haven't gotten any letters yet."

Psychiatrist, "And why do you think that is?"

Blonde, "I figured it's because when I'm driving around, my

zip code keeps

changing."

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Richard von Mises

Born 19 Apr 1883; died 14 Jul 1953 at age 70.Austrian-American mathematician and aerodynamicist who notably advanced statistics and the theory of probability. Von Mises' contributions range widely, also including fluid mechanics, aerodynamics, and aeronautics. His early work centred on aerodynamics. He investigated turbulence, making fundamental advances in boundary-layer-flow theory and airfoil design. Much of his work involved numerical methods and this led him to develop new techniques in numerical analysis. He introduced a stress tensor which was used in the study of the strength of materials.Von Mises' primary work in statistics concerned the theory of measure and applied mathematics. His most famous, yet controversial, work was in probability theory.
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