Absolute Value of Real Number
For a real number the absolute value is the value of the number without any sign and it satisfies the condition,
- |x| = +x for a≥ 0
- |x| = -x for a ≤ 0
Where x is any real number.
Absolute Value
Absolute Value for a number x is denoted by |x|, pronounced as “module x”. It is also referred to as numbers or magnitudes. Absolute values are only numeric values and do not include the sign of the numeric value.
Let’s learn about Absolute value in detail, including its symbol, properties, graph, and examples.
Table of Content
- What is Absolute Value?
- Absolute Values of a Number
- Absolute Value of 0
- Absolute Value Function
- Absolute Value Function Graphs
- Absolute Value of Complex Number
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