Which of the following is true about 0<4x-|x|<5? Choose one
A) -1<x<0 B) 0<x<1 C) 4<x<5 D) 2<x<3 E) 3<x<4
when can be 4x-|x| be greater than 0..   NEVER when x is positive..   ONLY A is left..   you can also substitute any value within the given range to check for answer   Example - put x as -0.5 for A. 0&lt;x&lt;1..   so 4x-|x| = 4*(0.5)- |0.5|=2-0.5= 
<gadget id="calculator">2-0.5</gadget>
<output>1.5</output>
1.5 and it satisfies 0&lt;|x|-4x&lt;5   0&lt;x&lt;1
<result>B</result>
Which of the following is true about 0<4x-|x|<5?