Let's analyze and solve the given problem step-by-step.
Given:
[tex]$x = 120$[/tex]
We are provided with the values that correspond to various options for the evaluation of an expression. These values are:
- Option 1: -20
- Option 2: -25
- Option 3: 12
- Option 4: 46
We need to identify the correct value of the given expression at [tex]\( x = 120 \)[/tex].
Based on the numerical results given:
- When [tex]\(x = 120\)[/tex], the value of Option 1 is [tex]\(-20\)[/tex].
- When [tex]\(x = 120\)[/tex], the value of Option 2 is [tex]\(-25\)[/tex].
- When [tex]\(x = 120\)[/tex], the value of Option 3 is [tex]\(12\)[/tex].
- When [tex]\(x = 120\)[/tex], the value of Option 4 is [tex]\(46\)[/tex].
So, the step-by-step results for each option are:
- Option 1 yields [tex]\(-20\)[/tex].
- Option 2 yields [tex]\(-25\)[/tex].
- Option 3 yields [tex]\(12\)[/tex].
- Option 4 yields [tex]\(46\)[/tex].
Therefore, the value of the expression evaluated for [tex]\(x = 120\)[/tex] corresponds to the correct numerical values provided, which led us to these options.
Thus, the value of the expression evaluated at [tex]\( x = 120 \)[/tex] is:
-20
-25
12
and
46
