Question: Questions are attached below...............,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,, C D Note: Blue lines continue indefinitely off of the grid. Given that f(x) = Ix -5|, first determine the graph

Questions are attached below...............,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,

Questions are attached below...............,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,,, C D Note: Blue lines continue indefinitely offof the grid. Given that f(x) = Ix -5|, first determine thegraph of f and then use that graph to find the remaininginformation. if your answer to any of the following question is none,input "none". (a) Letter that corresponds to the graph of f: \f(1 point ) Consider the graphs below ." Determine if the function

C D Note: Blue lines continue indefinitely off of the grid. Given that f(x) = Ix -5|, first determine the graph of f and then use that graph to find the remaining information. if your answer to any of the following question is none, input "none". (a) Letter that corresponds to the graph of f: \f( 1 point ) Consider the graphs below ." Determine if the function in the graph is one- to - one . A. The function is one- to - one . B . The function is not one - to - one . Determine if the function in the graph is one - to - one . A . The function is one- to - one . OB . The function is not one - to - one .to find the following values for f-! . 1. f-(-4) = 2. f- (-3) = 3. f-1 (0) = 4. f-(2) = 5. f-(4) =OA. The function is one- to- one . B. The function is not one- to - one . Determine if the function in the graph is one - to - one . A . The function is one- to -one . B . The function is not one- to - one . Determine if the function in the graph is one- to - one ."I T- Mobile LTE 10:38 AM A webwork . math . uri. edu ( b ) Domain of f : ( C) Range of f : ( d ) Intervals on which I is increasing :" (@ ) Intervals on which I is decreasing :" ( f ) Intervals on which f is constant :" ( 9) distinct } - values of the relative maximums , if any exist . (h ) distinct -values of the relative minimums , if any exist . ( 1 ) V - value of the absolute maximum , if it exists :" ( ) V - value of the absolute mimimum , if it exists

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