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In the next few videos we will work in detail on the concept of absolute value or modulus of real numbers. In the first video we will define it with examples and then further we will look at the properties related to modulus that are true for all real numbers.
In the second video we will understand the property that says |a.b|=|a||b| and that this holds true for all real numbers.
In the third video we will proof why |a|^2 is equal to a^2 in all circumstances, even when a is negative. In the fourth video we will proof two properties, property 3 and 4.
Property 3 shows how we can interpret modulus in terms of an interval and in property 4 we will learn that the real number a lies between the positive and negative values of the absolute value of a.
Absolute value definition
Absolute value property 1
Absolute value property 2
Absolute value property 3 and 4