The result of multiplying two negative numbers is:

When two negative numbers are multiplied together, the result is a positive number. This can be understood through the rules of multiplication and the properties of numbers. The underlying principle stems from the concept of combining opposites; when you take one negative number (which can be thought of as a value that is below zero) and combine it with another negative, the negatives essentially "cancel each other out," leading to a positive outcome.

For example, if you consider the multiplication of -3 and -4, the operation can be thought of as taking away a negative quantity multiple times, which yields a positive total. In practical terms, this means that two losses (negative values) combine to create a gain (a positive value).

Therefore, the conclusion that multiplying two negative numbers results in a positive number is consistent with the established mathematical rules.