116×104

116×104 denotes the product of the integers 116 and 104 in the decimal base. The result is 12064.

A straightforward calculation uses the distributive property: 116×104 = 116×(100+4) = 11600 + 464 = 12064. Another common approach expands from (100+16)×(100+4) to 10000 + 400 + 1600 + 64 = 12064.

The prime factorization of the product is 12064 = 2^5 × 13 × 29, since the factorization can proceed from repeated division by 2 (12064 → 6032 → 3016 → 1508 → 754 → 377) and then 377 = 13×29. The greatest common divisor of 116 and 104 is 4, so the ratio 116:104 simplifies to 29:26.

In context, 116×104 can represent the area of a rectangle with side lengths 116 units and 104 units. The number is even and has multiple factorization forms, which can be useful in simplifying calculations or unit conversions. While 116×104 is not associated with a widely recognized constant or theorem, it exemplifies standard integer multiplication and factorization techniques used in elementary number theory and arithmetic.