Absolute value of a number is denoted by using ____bars.

1.	Absolute value of a number is denoted by using ____bars.
Answer» Answer: ABSOLUTE value is symbolized by vertical bars, as in \|x\|, \|Z\|, or \|v\|, and obeys certain fundamental PROPERTIES, such as \|a · b\| = \|a\| · \|b\| and \|a + b\| ≤ \|a\| + \|b\|. A complex number z is TYPICALLY represented by an ORDERED pair (a, b) in the complex plane.

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ABSOLUTE value is symbolized by vertical bars, as in |x|, |Z|, or |v|, and obeys certain fundamental PROPERTIES, such as |a · b| = |a| · |b| and |a + b| ≤ |a| + |b|. A complex number z is TYPICALLY represented by an ORDERED pair (a, b) in the complex plane.

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Absolute value of a number is denoted by using ____bars.​

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Absolute value of a number is denoted by using ____bars.