73 times 72 is 5256, but what is the answer if both 73 and 72 are negative numbers? Here we will determine if the answer to negative 73 times negative 72 is positive 5256 or negative 5256.
There are many different ways to explain and determine if the answer to negative 73 times negative 72 is -5256 or +5256 using mathematical terms such as additive inverse and mathematical laws like the Distribute Law.
We will take a different approach - process of elimination: We will simply test if -5256 is the correct answer using basic algebra.
We will test if -5256 is correct by setting up the equation negative 73 times negative 72 equals negative 5256, and then simplifying the equation to see if it is true.
(-73) (-72) = (-5256)
Divide both sides of the equation by (-72) :
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| = |
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The numerator and denominator on the left side both have (-72) which even each other out and can be removed:
| (-73) = |
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The numerator and denominator on the right side both have a minus sign (-) which even each other out and can be removed:
| (-73) = |
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A numerator of 5256 and denominator of 72 on the right side is the same as 5256 divided by 72 which is 73. Now we end up with this untrue equation:
(-73) = (73)
-73 is NOT equal to 73, thus we have proven that negative 73 times negative 72 is not equal to -5256. The answer must therefore be 5256:
-73 x -72 = 5256
The above applies to all math problems where you multiply two negative numbers. Multiplying two negative numbers such as negative 73 times negative 72 will always have a positive answer.
Negative Times Negative Calculator
Here you can multiply another two negative numbers together.
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