116×1004

116×1004 is the product obtained by multiplying the integers 116 and 1004. It can be computed using the distributive property: 116 × 1004 = 116 × (1000 + 4) = (116 × 1000) + (116 × 4) = 116,000 + 464 = 116,464. Standard long multiplication yields the same result.

The prime factorization of the factors shows that 116 = 2^2 × 29 and 1004 = 2^2 × 251. Therefore the product is 2^4 × 29 × 251 = 16 × 7279 = 116,464. The result is a six-digit even integer and is divisible by 16.

In decimal form, the product ends with the digits 464, reflecting the 4×116 component and the 1000×116 term. The calculation is a typical example of combining a thousand-based term with a smaller addend.

If used in context, this multiplication demonstrates how large numbers can be formed by simple components (one number near a thousand and another modest two-digit number). The result is suitable for use in arithmetic exercises, algebraic simplifications, and modular arithmetic checks where exact product values are required.