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Who was the mathematician who made a conjecture that every even number greater than two can be written as the sum of two prime numbers?
Goldbach
In what field did Hippocrates and Euclid make their greatest achievement?
Hippocrates and Euclid made their greatest achievements in the fields of Mathematics, Medicine, and Engineering.
Who made cool math?
Euclid, with geometry!
What would be a conjecture of two consecutive exterior angles?
There is no logical conjecture that can be made for what could be an irregular polygon with an unknown number of sides. Of course, you could always conjecture anything. For example, that they will taste of strawberries. A conjecture that, I guess, will be disproved quite easily.
What is the contribution of Euclid in prime numbers?
Euclid made significant contributions to the study of prime numbers in his work "Elements," particularly in Book IX, where he established the fundamental theorem that there are infinitely many prime numbers. He provided a proof by contradiction, demonstrating that if you assume a finite number of primes, you can construct a new number that cannot be divisible by any of them, thus leading to a contradiction. This foundational result laid the groundwork for further exploration in number theory and the properties of primes.
Did Euclid make prime numbers?
No, prime numbers already existed. Euclid simply made some important mathematical contributions related to prime numbers. Among others, he discovered a surprisingly simple proof that the set of prime numbers is infinite; and he discovered that the prime factorization of any natural number is unique.
Who was the mathematician who made a conjecture that every even number greater than two can be written as the sum of two prime numbers?
Goldbach
In what field did Hippocrates and Euclid make their greatest achievement?
Hippocrates and Euclid made their greatest achievements in the fields of Mathematics, Medicine, and Engineering.
What is a book element?
a book made by euclid.
Who made cool math?
Euclid, with geometry!
What would be a conjecture of two consecutive exterior angles?
There is no logical conjecture that can be made for what could be an irregular polygon with an unknown number of sides. Of course, you could always conjecture anything. For example, that they will taste of strawberries. A conjecture that, I guess, will be disproved quite easily.
Contribution of euclid in geometry?
he made geometry and theroms
What was Euclid's connection to construction?
he made the properties of the polygons.
What is a conclusion made using inductive reasoning called?
a conjecture
A conclusion made by inductive reasoning is called a?
A conjecture
How did Euclid change the world?
umm he made geometry easier?
What are three major discoveries of inventions Euclid made?
nonsence
