123×1004

123×1004 represents a mathematical multiplication problem. It involves multiplying the number 123 by the number 1004.

To solve this problem, one can use standard multiplication methods. One common approach is to break down the multiplication. Multiplying 123 by 1000 and then by 4, and then adding the results. 123 multiplied by 1000 equals 123,000. Then, 123 multiplied by 4 equals 492. Adding these two results together, 123,000 plus 492, gives a final answer.

Alternatively, a direct long multiplication can be performed. This involves writing out the numbers vertically and multiplying each digit of the bottom number by the top number, carrying over where necessary.

The result of the calculation 123×1004 is 123,492. This means that if you have 123 groups of items, and each group contains 1004 items, the total number of items would be 123,492. This type of multiplication is a fundamental operation in arithmetic and has applications in various fields, including finance, science, and everyday calculations. The problem is a straightforward example of how to apply the distributive property of multiplication over addition implicitly.