401×23

401×23 is the product of the integers 401 and 23. In basic arithmetic, it represents multiplying 401 by 23, which equals 9,223.

A standard way to compute it is to apply the distributive property: (400+1)×23 = 400×23 + 1×23 = 9,200 + 23 = 9,223. Another valid approach is to split 23 as 3 + 20 and sum 3×401 = 1,203 and 20×401 = 8,020, giving 1,203 + 8,020 = 9,223.

The result 9,223 can be factored as 23×401, since both 23 and 401 are prime numbers. This shows that the product of two primes is composite, with the prime factors explicitly given by the original multiplicands.

In numerical terms, 9,223 is an odd number and is not divisible by 2, 3, or 5. Its magnitude places it in the four-digit range. The calculation of 401×23 is a standard example used to illustrate basic multiplication, distributive property, and prime factorization in introductory number theory and arithmetic education.