6×1201

6×1201 denotes the product of the integers 6 and 1201. The number 1201 is a prime number, meaning it has no positive divisors other than 1 and itself. The expression is a straightforward example of integer multiplication and can serve as a simple case in discussions of prime-factorization and arithmetic properties.

The product evaluates to 7206 in decimal notation.

Prime factorization: 6×1201 equals (2×3)×1201, which simplifies to 2×3×1201. Because 1201 is prime and relatively prime to 2 and 3, this is the complete prime factorization of the result. Thus, 7206 has exactly the prime factors 2, 3, and 1201.

Alternative representations: In binary, 7206 equals 1110000100110. In hexadecimal, 7206 equals 0x1C26. The decimal result, 7206, is an even number and can be considered as the product of 6 and 1201 in various numeral systems as shown.