Table of Contents
Multiplying Negatives – Introduction
Multiplying negatives is a process of multiplying two negative numbers together to get a positive number. This is done by multiplying the numerators (top numbers) and multiplying the denominators (bottom numbers). The product of the two negative numbers is then reversed to get the final answer.
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Rules for Multiplying Negatives
To multiply two negative numbers together, the product is always negative.
For example, -5 multiplied by -3 equals -15.
Plus Times Plus is Plus symbol.
A times plus sign is a mathematical symbol that represents the multiplication of two numbers, usually denoted by an asterisk (*).
Minus Multiply Minus is Plus
If you have a number that is negative and you multiply it by another negative number, the answer will be positive. For example, if you have -5 and -6, the answer would be +1.
Plus Times Minus is Minus
3 minus 2 equals 1
Minus Times Plus is Minus
Minus times plus is minus. For example, if you have a subtraction problem such as 4 – 3, the answer is minus 1.
Division of Negative Numbers
A negative number is a number that is less than zero. The negative numbers are written with a minus sign (-) in front of them.
The negative numbers are:
-1, -2, -3, -4, -5, -6, -7, -8, -9, -10
What happens when we Multiply Negatives with Matrices?
If we multiply two negative matrices, the product is a negative matrix.
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