Our Textbook Defines The Turing Machine That Starts With A Tape That Contains The Input Followed By Infinitely Many Blanks. To Make It Easier For A Turing Machine To Detect The Beginning Of The Tape, We Modify This Definition. At The Beginning, The Tape Contains A Blank Followed By The Input Followed By Infinitely Many Blanks. 1. Build A Turing Machine To

 

 

Our textbook defines the Turing machine that starts with a tape that contains the input followed by infinitely many blanks. To make it easier for a Turing machine to detect the beginning of the tape, we modify this definition. At the beginning, the tape contains a blank followed by the input followed by infinitely many blanks. 1. Build a Turing machine to decide the language L= {w#w2 | w and w are binary numbers and w > w} Binary numbers have the most significant bits on the left.