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Q: What is the absolute value of minus eight?

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The absolute value of eight is eight.

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-5

zero. The absolute value of a number is just the positive version of that number, so the absolute value of x is x, and x minus x is zero.

Zero. The absolute value |n| is positive for any real number. Subtracting it from itself is zero.

-6

The absolute value of an integer is found by ignoring its sign (plus or minus).

2 - 7 = -5. The absolute value of -5 is 5

9

It is either 2|x| - 3 or 2|x-3| depending on if the minus three is part of the absolute value.

You get the answer by making believe the minus-sign isn't there. Now you can find the absolute value of -12 on your own.

The absolute value is always the number with no sign. 3.2

In mathematics, the absolute value of a given number is the positive form of the number, for example, if the answer to a problem turns out to be plus or minus 3, then the absolute value is 3.

The absolute value of any negative integer is equal to its value without the minus sign. In this instance, abs(-45) = 45.

90

It is: 10-2 = 8

It is 9 minus the beejank of its absolute value.

The answer is 18. Absolute value is the distance from zero. So 18 is the same distance from zero as -18. And minus minus 18 is positive 18, so the answer is still 18.

You simply delete the plus or minus sign.

It is zero.It is zero.It is zero.It is zero.

68

4 - (abs (2 - 15)) = 4 - 13 = -9

It may also be zero. This is because of the way the absolute value is defined. The idea is, precisely, to get rid of the minus sign.

For real numbers, the absolute value of a positive number or zero is itself. The absolute value of a negative number is the same number with the minus changed to a plus.For example,| 37.2 | = 37.2| 0 | = 0| -17.234 | = 17.234

a negative number minus a negative number is a negative number plus a negative number the answer depends on the value of the first number if the first number's absolute value is larger than the second number's absolute value than the answer is negative if the first number's absolute value is less than the second number's absolute value than the answer is positive