58×107

58×107 denotes the product of the integers 58 and 107. The result is 6206.

One way to compute it is to apply the distributive property: 58×107 = 58×100 + 58×7 = 5800 + 406 = 6206.

The number 6206 is even and can be factored as 2×29×107. Since 58 = 2×29 and 107 is a prime number, the prime factorization of 6206 is 2 × 29 × 107. This shows that 6206 is a composite number with three prime factors (counting multiplicity).

In decimal form, 6206 has digits that sum to 14, which means it is not divisible by 3. It is divisible by 2, but not by 5 or 10. The factorization also implies it is not a prime number.

Contextually, 58×107 is a straightforward example of multiplying integers in base-10 arithmetic and illustrates how distributive property and prime factorization can be used to understand the structure of a product. It can appear in a variety of practical problems, such as area calculations, inventory counts, or any scenario involving repeated groups of 58 items across 107 units.

Related concepts include basic multiplication, distributive property, prime factorization, and divisibility.