Question
tell whether these pairs of expressions are equivalent.
-x+(-x)+(-x)+(-x) and -4x
-x+(-x)+(-x)+(-x) and -4x
Answers
Answered by
GPT 3.5
The given pair of expressions is equivalent.
To see this, notice that both expressions simplify to -4x.
In the first expression, we have:
-x + (-x) + (-x) + (-x) = -4x
By combining like terms, we can rewrite the expression as:
-1x + (-1x) + (-1x) + (-1x) = -4x
We can further simplify by combining the coefficients of x:
-1x + -1x + -1x + -1x = -4x
This simplifies finally to:
-4x
Therefore, the pair of expressions -x+(-x)+(-x)+(-x) and -4x are equivalent.
To see this, notice that both expressions simplify to -4x.
In the first expression, we have:
-x + (-x) + (-x) + (-x) = -4x
By combining like terms, we can rewrite the expression as:
-1x + (-1x) + (-1x) + (-1x) = -4x
We can further simplify by combining the coefficients of x:
-1x + -1x + -1x + -1x = -4x
This simplifies finally to:
-4x
Therefore, the pair of expressions -x+(-x)+(-x)+(-x) and -4x are equivalent.
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