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Explain why the product of an integer multiplied by itself cannot be negative.Asked by Brooke
Explain why the product of an integer multiplied by itself cannot be negative.
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Answered by
Bosnian
An integer multiplied by itself is the square of that number.
Each number when squared is positive.
The only number when squaring is negative is √ ( - 1 ) = i
Each number when squared is positive.
The only number when squaring is negative is √ ( - 1 ) = i
Answered by
oobleck
when two numbers of like sign are multiplied, the result is positive.
Answered by
Doggo
If you have a positive, positive 6 for example and you multiply it by positive six, that would be a positive.
If you have a negative, negative 14 for example and you multiply it by negative 14, you would also get a positive.
(+) ⋅ (+) = (+)
(-) ⋅ (-) = (-)
If you have a negative, negative 14 for example and you multiply it by negative 14, you would also get a positive.
(+) ⋅ (+) = (+)
(-) ⋅ (-) = (-)