SOLUTION: I am supposed to evaluate the absolute value and rewrite each expression without absolute value bars. { { { | sqrt( 3 )-1 } } } I am confused on how to do this.

Algebra.Com
Question 659265: I am supposed to evaluate the absolute value and rewrite each expression without absolute value bars. { { { | sqrt( 3 )-1 } } } I am confused on how to do this.
Found 2 solutions by stanbon, MathLover1:
Answer by stanbon(75887)   (Show Source): You can put this solution on YOUR website!
I am supposed to evaluate the absolute value and rewrite each expression without absolute value bars. { { { | sqrt( 3 )-1 } } } I am confused on how to do this.
----
Comment: sqrt(3)-1 has a positive value
---
So |sqrt(3)-1| = sqrt(3)-1
===============================
Cheers,
Stan H.

Answer by MathLover1(20850)   (Show Source): You can put this solution on YOUR website!
.......the absolute value is the distance of a quantity from zero, regardless of a sign
in your case is equal to:
and

So, the absolute value of is , and the absolute value of is also .
The symbol "|" is placed either side to mean "Absolute Value", so we can write:
=

RELATED QUESTIONS

How do i rewrite the following expression without absolute value bars? (answered by ewatrrr)
Rewrite the expression without absolute value bars. ll-1l-l-8ll l= absolute... (answered by dabanfield,jsmallt9,College Student)
Rewrite -7/[-7] without absolute value... (answered by Nate)
how do i solve this problem ? [4x+1]= 11;3 the brackets are supposed to be... (answered by macston)
How do you rewrite this expression without absolute value bars? The absolute value of... (answered by richard1234)
i'm having trouble with my homework on solving absolute value equations. I am taking... (answered by College Student,edjones)
Is this the correct way to evaluate this expression with absolute value bars within... (answered by Alan3354)
Hello, I am having trouble with absolute value of complex numbers. I have 5 complex... (answered by Fombitz,Theo)
Evaluate the expression 4-||14|-11| Each vertical bar or "|" = Absolute value. The 14... (answered by jim_thompson5910)