Divide Two Negative Numbers
Quickly calculate the quotient when you divide one negative number by another. Enter the dividend and divisor below to get started!
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Understanding Division of Negative Numbers
Dividing a negative number by another negative number always results in a positive quotient. This is a fundamental rule in arithmetic. When you divide two negative numbers, you are essentially asking how many times one negative quantity fits into another negative quantity. The negative signs cancel each other out, leading to a positive result.
Example: Consider dividing -10 by -2. This is the same as asking how many groups of -2 are in -10. Since two negatives make a positive, we find that -2 fits into -10 five times, resulting in a positive 5.
Formula: Mathematically, this can be represented as: $$ \frac{-a}{-b} = \frac{a}{b} = +\frac{a}{b} $$ where 'a' and 'b' are positive numbers.
Use this tool to easily calculate quotients of negative numbers and understand this basic arithmetic principle better.