Which of the following is satisfied with |x-4|+|x-3|<4? Choose the correct choice from the following choices:
A) 1<x<5  B) 2<x<5  C) 1.5<x<5.5  D) 2.5<x<4  E) 3<x<4
--&gt; If there is addition when there are 2 absolute values, you can just ignore the middle. That is, |x-4|+|x-3|&lt;4 -&gt; |x-4+x-3|&lt;4 -&gt; |2x-7|&lt;4, -4&lt;2x-7&lt;4, 3&lt;2x&lt;11, 3/2<x<11 -="" 2=""> 1.5&lt;x&lt;5.5   Therefore, the answer is 1.5&lt;x&lt;5.5.</x<11>
<result>C</result>
Which of the following is satisfied with |x-4|+|x-3|<4?