Which number should replace the question mark?
[234] Which number should replace the question mark? - Which number should replace the question mark? - #brainteasers #math #riddles - Correct Answers: 148 - The first user who solved this task is Djordje Timotijevic
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Which number should replace the question mark?

Which number should replace the question mark?
Correct answers: 148
The first user who solved this task is Djordje Timotijevic.
#brainteasers #math #riddles
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šŸ„• Carrot Day Jokes – 10 Crunchy Laughs for April 4th!

April 4th is International Carrot Day, and we're celebrating the funniest root in the veggie patch! Whether you're a fan of puns or just here for the laughs, these carrot jokes will have you peeling with laughter.

Why do sailors eat so many carrots?
It helps them sea better!

Why was the programmer eating carrots?
So that they could C#!

How do carrots pay their bills?
With celery.

Check out some older carrot jokes šŸ„•

Why did the carrot go to therapy?
It had too many deep-rooted issues.

What did the carrot say during a job interview?
ā€œI’m very well-rounded and great with stew-dents.ā€

How do you make gold soup?
Put 24 carrots in it! Why was the carrot a terrible musician?
Because it always lost its beat in the stew.

What did the baby carrot say after a long day?
"I'm totally steamed."

What did the snowman say to the aggressive carrot?
Get out of my face!

How do carrots stay fit?
They do carrot-te.

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Karl George Christian von Staudt

Born 24 Jan 1798; died 1 Jun 1867 at age 69.German mathematician who developed the first complete theory of imaginary points, lines, and planes in projective geometry. His early work was on determining the orbit of a comet and, based on this work, he received his doctorate. He showed how to construct a regular inscribed polygon of 17 sides using only compasses. He turned to projective geometry and Bernoulli numbers (discovered by Jacob Bernoulli). An important work on projective geometry, Geometrie der Lage was published in 1847. It was the first work to completely free projective geometry from any metrical basis. He also gave a geometric solution to quadratic equations.
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