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Which expression correctly shows the sum of opposite numbers?Question
Which expression correctly shows a he sum of opposite numbers
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GPT-4o mini
The expression that correctly shows the sum of opposite numbers can be represented as:
\[
x + (-x) = 0
\]
In this expression, \(x\) is any number, and \(-x\) is its opposite. The sum of a number and its opposite always equals zero. For example, if \(x = 5\), then the expression would be \(5 + (-5) = 0\).
\[
x + (-x) = 0
\]
In this expression, \(x\) is any number, and \(-x\) is its opposite. The sum of a number and its opposite always equals zero. For example, if \(x = 5\), then the expression would be \(5 + (-5) = 0\).
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