Mixed

What is the oldest math?

What is the oldest math?

We have considered some very early examples of counting. At least one dated to 30,000B.C. Counting is but the earliest form of mathematics. It was first a simple device for accounting for quantity.

Is there any odd perfect number?

It is unknown whether any odd perfect numbers exist, though various results have been obtained. In 1496, Jacques Lefèvre stated that Euclid’s rule gives all perfect numbers, thus implying that no odd perfect number exists.

What is the oldest branch of mathematics?

Arithmetic: It is the oldest and the most elementary among other branches of mathematics. It deals with numbers and the basic operations- addition, subtraction, multiplication, and division, between them.

What is the oldest mathematical conjecture that has not been proved?

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If though you mean – oldest mathematical conjecture that is still a conjecture, neither proved nor disproved, well Goldbach’s conjecture that every even number greater than 2 is a sum of 2 primes, it is pretty old, goes back to 1742. Goldbach’s conjecture. It is still unsolved. I don’t know if it is the oldest ever.

What are the uses of conjecture in math?

Uses of Conjecture. Making a conjecture doesn’t mean that you are correct or incorrect. All mathematical theorems began with a conjecture. Mathematicians notice a pattern in numbers or shapes, then they perform a number of operations and solve numerous equations to prove their conjecture.

What is the Goldbach conjecture?

Goldbach Conjecture. Sir Chirstian Goldbach , from Germany , is known for his famous ( but not yet proven ) conjecture which states that : Every positive even integer ( greater than 2 ) can be written as the sum of 2 prime numbers. It is one of the oldest treasure chest of mathematics. Let us make a picture of it and show how it happens….. 1.

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What is the oldest known proof that there are infinite primes?

Greek mathematician Euclid (flourished c. 300 bce) gave the oldest known proof that there exist an infinite number of primes, and he conjectured that there are an infinite number of twin primes. twin prime conjecture (number theory)