2×164

2×164 is the product of multiplying the integers 2 and 164. In base-10 arithmetic, 2×164 evaluates to 328, since doubling 164 yields 328. The operation is commutative, meaning 164×2 equals 328 as well, and it serves as a basic example of scalar multiplication by 2.

Numerical properties of 328: it is an even number and therefore divisible by 2. Its prime factorization is 2^3 × 41, indicating it is a composite number. The divisors of 328 include 1, 2, 4, 8, 41, 82, 164, and 328. The sum of its digits is 13, so 328 is not divisible by 3.

Context and usage: the expression 2×164 commonly appears in arithmetic problem solving, doubling, and scaling scenarios where a quantity of 164 units is increased twofold. In mathematical contexts, recognizing that 328 = 8×41 or 2^3×41 can be helpful for factoring, simplification, or further computations.

In summary, 2×164 equals 328, with properties typical of even, composite numbers, and it exemplifies straightforward doubling in integer arithmetic.

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