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What is the absolute value of -(-2)?
Most Upvoted Answer
What is the absolute value of -(-2)?
The absolute value is always positive
even how many (-) are their
so answer is 2
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What is the absolute value of -(-2)?
Understanding Absolute Value

Absolute value is a mathematical concept that refers to the magnitude or size of a number, regardless of its sign. The absolute value of a number is always positive, or zero if the number is itself zero.

Solving -(-2)

-(-2) means the negative of -2, which is the opposite of -2. In other words, it means reversing the sign of -2 to make it positive.

Applying the Absolute Value Formula

The formula for absolute value is as follows:

|a| = a if a is positive
|a| = -a if a is negative

Using this formula, we can find the absolute value of -(-2) as follows:

|-(-2)| = -(-2)
|-(-2)| = 2

Conclusion

The absolute value of -(-2) is 2. This means that the magnitude or size of -(-2) is 2, regardless of its sign.
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What is the absolute value of -(-2)?
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