First, I learned this based on these facts:

- Turing machine (
*TM*) will be define with 7-tuple Notation, M=<Q,G,b,S,d,q0,F>. - Any computation rules that can use to simulate any possible
*TM*is called Turing-Complete. - Universal
*TM*(*UTM*) is TM that is Turing-Complete.

Then, the question begins:

- If we have 7-tuple Notation of any
**U**that is*UTM*, Is there an algorithm to find initial tape content**P**that**U**to simulate any*TM***T**with any**I**input(s)? If it exists, Does it based on each**U**or pattern of**U**? If it does, give me some example(s)? If it does, explain the algorithm? - Since all possible computations can be done with
*TM*, Is there an algorithm to make*TM*simulate any algorithm**P**written in any language? If it exists, give me some example(s)? - If both questions above exist the algorithm, Why don’t we just make a single
*UTM***U**and use it to program itself then do every possible computation?