13×17×194199

13×17×194199 is a mathematical expression that results in a specific product. The expression involves the multiplication of three integers: 13, 17, and 194199. Each of these numbers has its own unique properties and significance in mathematics.

The number 13 is a prime number, meaning it is only divisible by 1 and itself. It has been a subject of fascination and superstition in various cultures, often associated with the concept of unluckiness. In mathematics, 13 is notable for its role in number theory and its appearance in various mathematical sequences and formulas.

The number 17 is also a prime number and shares similar properties with 13. It is known for its use in the context of the 17-clique problem in graph theory and its appearance in the title of a famous unsolved problem in number theory, the 17×17×17 Rubik's Cube. Additionally, 17 is a Fermat prime, which means it can be expressed in the form 2^(2^n) + 1.

The number 194199 is a composite number, as it is the product of 13 and 17. It does not have any special properties or significance in mathematics beyond its role as a product of two prime numbers. However, its inclusion in the expression 13×17×194199 makes it an interesting subject of study in the context of multiplication and factorization.

When multiplied together, 13, 17, and 194199 yield a product of 39,893,663. This result is a specific integer that can be further analyzed for its properties and potential applications in various mathematical contexts. The expression 13×17×194199 serves as an example of how the multiplication of integers can lead to new and interesting mathematical results.