study online absolute value help

Study online absolute value help is nothing but we are going to study about the absolute values and how to find the absolute values of the numbers and functions. Normally we know online mean if we are giving some keyword we will get the help on the keywords. Here we are going to get the help through online. And the keyword we are going to take here is absolute values. we can get the help on the absolute values using the examples.

Examples for Study online absolute value help:

Normally the absolute value notation is ||. If we want to find the absolute value of any number we just write the non-negative number of the particular number. This is the absolute value of the number.

Example:

For example absolute value of the number 16 is |16| = 16.

Absolute value of the number -19 is |-19| = +19

Likewise we have to write the absolute values of the number.

I am planning to write more post on Absolute Value Problems. Keep checking my blog.

From the above we can study about the absolute value of the number. We will see how to fins the absolute value of the function and the complex number.

More examples for Study online absolute value help:

First we will see an example for a function.

Study online absolute value help – function:

Find the absolute value of the following function |x – 1| = 5

Solution:

Here we have to find the absolute value of the given function.

So we have to wrote the function like

x – 1 = 5 …………. (1) And – (x – 1) = 5 …………….. (2)

Equation 1:

x – 1 = 5

Add +1 on both sides we get

x – 1 + 1 = 5 + 1

x = 6

Equation 2:

– (x – 1) = 5

–x + 1 = 5

Add -1 on both sides

We get –x + 1 – 1 = 5 – 1

So x = +4

Between, if you have problem on these topics how to get answers to math problems, please browse expert math related websites for more help.

Study online absolute value help – complex number:

Find the absolute value of |x+ iy| = 1

Solution:

Here we have to find the absolute value of x.

We can write |x + iy| like

Absolute value = `+- sqrt(1^2 + 1^2)`

= `+- sqrt(1 + 1)`

= `+- sqrt(2)`

From the above we can study how to find the absolute value of the function and the complex number.