Extreme Values of Linear Functions with Absolute Value

Project ID: 
7500000043
Question: 
Determine the correct triples. For a given linear function $f$ with an absolute value, choose the correct minimum $x_{min}$ or maximum $x_{max}$ of $f$ along with its corresponding function value $f(x_{min} )$ or $f(x_{max})$.
Header 1: 
Function $f$
Header 2: 
$x_{min}/x_{max}$
Header 3: 
$f(x_{min})/f(x_{max})$
Text 11: 
$y=|x-2|+3$
Text 21: 
$x_{min}=2$
Text 31: 
$f(x_{min})= 3$
Text 12: 
$y=-|x+2|-3$
Text 22: 
$x_{max}=-2$
Text 32: 
$f(x_{max})=-3$
Text 13: 
$y=5|x+2|-2$
Text 23: 
$x_{min}=-2$
Text 33: 
$f(x_{min})=-2$
Text 14: 
$y=-|2x-4|+3$
Text 24: 
$x_{max}=2$
Text 34: 
$f(x_{max})=3$
Text 15: 
$y=\frac{1}{2} |x-4|+2$
Text 25: 
$x_{min}=4$
Text 35: 
$f(x_{min})=2$
Text 16: 
$y=-|4-x|-2$
Text 26: 
$x_{max}=4$
Text 36: 
$f(x_{max})=-2$
Workflow: 
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