As per your requirement the below one is solution please follow it
Solution 5: Given two turing machines M1 and M2 and an input x ,does M1 stop on x that means M1 halts on input x i.e.
Halt means input x accept or reject .Then machines M1 is undecidable and M2 does not stop on x that means machines M2 is hangs on input x. so machines M2 is undecidable .
Therefore the problem is undecidable .
Question 5 Is the following problem decidable: Given two Turing machines Mi and M2 and an...
Question 5 3 pts Which of the following is not equivalent to Turing Machines? Post Machine 2PDA Two-way Infinite Tape Turing Machine O Non-deterministic PDA
40 points) Please design a Turing machine T to recognize the union of the languages of two Turing machines Mi and M2. That is, T accepts an input string w, if and only if either Mi or M2 or both accept string w. Please describe the high-level idea (or algorithm) of your Turing machine T. You do not need to draw the low-level state transition diagram of your Turing machine. Note that the difficulty is that Mi or M2 may...
Let M1 and M2 be arbitrary Turing machines. Prove that the problem “L(M1 ) ⊆ (M2 ) ” is undecidable.
please solve the problems(True/False questions) 25. There is a problem solvable by Turing machines with two tapes but unsolvable by Turing machines with a single tape 26. The language L = {(M, w) | M halts on input w} is recursively enumerable 27. The language L = {(M,w) | M halts on input w is recursive ne language L = {a"o"c" | n 2 1} in linear time 24. Nondeterministic Turing machines have the same expres siveness as the standard...
5. An Atwood machine consists of two masses mi and m2 (with mi > m2) attached to the ends of a light string that passes over a light, frictionless pulley Problem Setup1 FBD ty m2 mi 1-png When the masses are released, the mass mi is easily shown to accelerate down with an acceleration mi m2 mi +m2 Suppose that and m 2 are measured as mn = 100 ± 1 and mg = 50 ± 1, both in grams....
5. Formulate the Halting Problem for Turing machines and state its fundamental property In one-two senetences (not more) explain what it means for the problem of automatd software verification?
For the following problems (except problem 8), state whether the problem is decidable or undecidable. If you claim the problem is decidable, then give a high-level, English description of an algorithm to solve the problem. If you claim the problem is undecidable, then describe a proof- by-reduction to verify your claim. If your proof involves some kind of transformation of M into M', as was done for the BlankTape problem, then provide a high -level, English description of your transformation....
3. (20) Give proofs of the following: a. The question: "Given a DFA M and a string w, does M accept w" is decidable. b. Given two Turing-acceptable language Li and L2, the language LtLz is also Turing-acceptable. [D not use non-determinism. Do be sure to deal with cases where a TM might loop.l
Two-body problem in Classical mechanics. Conisder two masses mi and m2 interacting through a potential that depends only upon their relatie separation (21 – x2) so that V(x1, x2) = V(x1 - x2). • Given that the force acting on particle ; is f; = show that f1 = -f2. What does this result mean? • Following the example in the Chapter 5.3 of the book reduce the two-problem expressed in terms of (x1, x2) coordintes and masses (mi andm2)...
mi k2 b yi m2 Figure 5-45 Mechanical system. Assuming that mi 10 kg, m2 5 kg, b 10 N-s/m, k 40 N/m, and k 20 N/m and that input force u is a constant force of 5 N, obtain the response of the sys- tem. Plot the response curves n(t) versus r and y2(t) versus t with MATLAB Problem B-5-23 Consider the system shown in Figure 5-45. The system is at rest for t < 0. The dis placements...