what is the absolute value of (-2)3
Absolute values are essentially used for the magnitude (distance) to zero of a number. They are represented by a number inside a vertical bar (e.g., |2|) E.g.'s: | 2 | = 2 (the absolute value of 2 is equal to 2) | -4 | = 4 (the absolute value of -4 is 4) In terms of rational numbers, it just means to hold the fraction. Rational numbers can be written in a/b (fraction) form. E.g.'s: | 1+2/3 | = 1+2/3 (the absolute value of one and two thirds is equal to one and two thirds) | -1-2/3| = 1+2/3 (the absolute value of -1 minus 2/3 is equal to 1 and 2/3.
The absolute value of 2/3 is less than 1 and so there is no mixed number for 2/3.
Absolute value of -2 is 2.
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what is the absolute value of (-2)3
whats the absolute value of positive two thirds
Absolute values are essentially used for the magnitude (distance) to zero of a number. They are represented by a number inside a vertical bar (e.g., |2|) E.g.'s: | 2 | = 2 (the absolute value of 2 is equal to 2) | -4 | = 4 (the absolute value of -4 is 4) In terms of rational numbers, it just means to hold the fraction. Rational numbers can be written in a/b (fraction) form. E.g.'s: | 1+2/3 | = 1+2/3 (the absolute value of one and two thirds is equal to one and two thirds) | -1-2/3| = 1+2/3 (the absolute value of -1 minus 2/3 is equal to 1 and 2/3.
The absolute value of 2/3 is less than 1 and so there is no mixed number for 2/3.
Absolute value of -2 is 2.
3
The absolute value of -9.3 is 9.3.
The absolute value of a number is a positive number. For example the absolute value of -2 is 2. The absolute value of 4 is 4. So the absoulte value of 25 is 25.
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The absolute value of 15 is 15. The absolute value of any positive number is the number itself. The absolute value of any negative number is the number times -1. For example: What is the absolute value of 10? Answer: 10. Example #2: What is the absolute value of -2? Answer: 2.
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2 1 2 is the number with the absolute value of 2 1 2. Absolute number can be defined as the non negative value of that number.