The expression that shows \( x \) and its opposite are 0 is:
\( x + (-x) = 0 \)
This expression indicates that when \( x \) is added to its opposite (which is \(-x\)), the result is 0.
Responses
x+x=0
x plus x equals 0
x+(−x)=0
x plus left parenthesis negative x right parenthesis equals 0
x+(1x)=0
x plus left parenthesis Start Fraction 1 over x End Fraction right parenthesis equals 0
x+(−1x)=0
1 answer
The expression that shows \( x \) and its opposite are 0 is:
\( x + (-x) = 0 \)
This expression indicates that when \( x \) is added to its opposite (which is \(-x\)), the result is 0.