Question: Let T = { | M is a TM that accepts wR whenever it accepts w } . Show that T is undecidable. wR: w

Let T ={| M is a TM that accepts wR whenever it accepts w}. Show that T is undecidable.
wR: w written backwards (e.g. if w =010111 then wR =111010)
Construct a TM for it by using decider. And show all the steps of the construction of TM one by one.

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