| 4-|-34|??? I know it is absolute value related but i still don't get it!
The | | signs mean absolute value, and go around the parts of the equation like parentheses. As in parentheses, evaluate the insides of the absolute value first.
There are 3 absolute value signs in the equation you gave; I believe you mean |4-|-34||
Evaluate the inner most absolute value signs first, which is |-34|.
The absolute value of |-34| is 34 (always positive).
Now you have |4-34|, having simplified |-34|. Try to evaluate |4-34|
we square all and evalaute as a diff of 2 squares
To solve this question, you need to understand how to evaluate absolute value expressions.
When you have an expression in the form |x|, it represents the distance of x from 0 on the number line. This means that regardless of whether x is positive or negative, |x| will always be positive.
In this case, you have |-34|. To find the absolute value of -34, you simply remove the negative sign and keep the value, resulting in 34.
Therefore, the answer to the expression |4-|-34| is 34.