Exam 11: Artificial Intelligence

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Are all problems in P solvable in a reasonable amount of time? Explain your answer.

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No. Simply because the time complexity of a problem is bounded by a polynomial does not mean that the problem can be solved quickly. If the degree of the polynomial is large, the time required could be enormous-even for small inputs.

What is a universal programming language?

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A universal programming language is a programming language with which a solution to any solvable problem can be expressed.

Why is a public key encryption system based on the RSA algorithm secure?

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It is secure because no one knows a fast way to find the prime factors of the public key n.

Is a problem in O(n3) more complex than a problem in O(n2)? Explain your answer.

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Write a sequence of statements in the Bare Bones language that is equivalent to the statement if X not 0 then S1 else S2 where S1 and S2 are sequences of Bare Bones statements.

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Place an X in the blank before each of the following statements that guarantees that a problem is in P. Place an X in the blank before each of the following statements that guarantees that a problem is in P.

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Which of the following questions has not yet been answered by researchers?

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If an RSA public key encryption system were based on the primes p = 3 and q = 7, which of the following pairs of values would be suitable for the encryption and decryption keys e and d?

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Place a T in the blank before each of the following statements that are true. Leave the other blanks blank. _____ All Bare Bones programs that do not contain a while statement are self-terminating. _____ All Bare Bones programs that contain a while statement are not self-terminating. _____ Some Bare Bones programs are both self-terminating and not self-terminating. _____ No Bare Bones program is both self-terminating and not self-terminating.

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Identify a problem that does not have an algorithmic solution. _____________________

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Which of the following best describes what the following Bare Bones program does? copy X to Z; Clear X; Incr X; While Z not 0 do; Clear X; Decr Z; End;

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Which of the following algorithms represents an optimal solution (in terms of time complexity) for sorting a list?

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Place an X in the blank before each of the following statements that contradict the Church-Turing thesis. Leave the other blanks blank. _____ All functions are computable. _____ Some functions that are not computable by Turing machines are computable by other means. _____ All computable functions are Turing-computable. _____ Some problems cannot be solved by any Turing machine.

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What is the time complexity of the problem of sorting a list?

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Which of the following sets of values constitutes a valid RSA public key encryption system?

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Suppose the variables X and Y in the following Bare Bones program have the values 3 and 2, respectively, when execution begins. clear Z; While X not 0 do; While Y not 0 do; Decr Y; Incr Z; End; Incr Z; Decr X; End; What will be the value of Z when the program terminates?

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Give an example of a universal programming language. _____________________

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Write a program in Bare Bones that terminates with the variable Z equal to 1 if the variables X and Y start with non-zero values and with Z equal to 0 otherwise.

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If a solution with time complexity Θ \varTheta (n2) is known to exist, then the problem is known to be in which of the following?

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What action is performed by the Turing machine described below? What action is performed by the Turing machine described below?

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