theory of computation Given the language L = {a,b}*{bb}{a,b}* = (a|b)'bb(a|b)" = E"bbE"%3D%3DWhich of the following strings belongs to L?Select one:1.6eL2. bbabba e L3. abab e L4. bab e LLet E = {a, b, ^, v,¬,(,)}, and suppose L is the set of allstrings that represent the logical (boolean) tautology, whichof the following is correct?Select one:1. The string a ab is in L.2. The string (a vbv(¬an -b)) is in L.3. The string a vb is in L.4. The string (a v b) is in L.Languages can be finite such as L= {a" | n> 0} or infinite suchL = {a, aba, bba}%3DSelect one:O TrueO FalseLet L1 = {bb} and L2 = {ɛ, bb, bbbb} over b, then e,zero, is an element of L, and L2"with length%3DSelect one:TrueCI FardeTaking into consideration the operations of the natural numbers (N), we can use oneof the following definitions to express the multiplication operation named ("Mul") interms of the successor S function where x, y are the inputs to produce single outputin N:Select one:1. Mul(x.Sty)) = S(Add(x.y))2. Mul(x.y) = Add(x.0)3. Mul(x.Sty)) = Add(x.Mul(x.y))4. Add(x.0)=Mul(S(x).S(y))

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Answered: Given the language L =…

Given the language L = {a,b}"{bb}{a,b}"= (a|b)¨bb(a|b)" = E'bb>" %3D %3D %3D Which of the following strings belongs to L? Select one: 1.be L 2. bbabba e L 3. abab e L 4. bab e L

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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Concept explainers

Fundamentals of Input and Output Performance

The I/O subsystem is a component of computer system design that uses buses to assist communication between the Central Processing Unit, Computer Memory/Storage, and Input and Output Devices (that is known as peripheral devices). The I/O subsystem includes disc controllers, tape drives, discs, system buses, and other devices. The I/O database application reads and writes drives using the operating system windows I/O.

Question

theory of computation

Given the language L = {a,b}*{bb}{a,b}* = (a|b)'bb(a|b)" = E"bbE"
%3D
%3D
Which of the following strings belongs to L?
Select one:
1.6eL
2. bbabba e L
3. abab e L
4. bab e L
Let E = {a, b, ^, v,¬,(,)}, and suppose L is the set of all
strings that represent the logical (boolean) tautology, which
of the following is correct?
Select one:
1. The string a ab is in L.
2. The string (a vbv(¬an -b)) is in L.
3. The string a vb is in L.
4. The string (a v b) is in L.
Languages can be finite such as L= {a" | n> 0} or infinite such
L = {a, aba, bba}
%3D
Select one:
O True
O False
Let L1 = {bb} and L2 = {ɛ, bb, bbbb} over b, then e,
zero, is an element of L, and L2"
with length
%3D
Select one:
True
CI Farde
Taking into consideration the operations of the natural numbers (N), we can use one
of the following definitions to express the multiplication operation named ("Mul") in
terms of the successor S function where x, y are the inputs to produce single output
in N:
Select one:
1. Mul(x.Sty)) = S(Add(x.y))
2. Mul(x.y) = Add(x.0)
3. Mul(x.Sty)) = Add(x.Mul(x.y))
4. Add(x.0)=Mul(S(x).S(y))

Theory that deals with fundamental questions around what problems can and cannot be solved using computation and uses a model of computation to understand the degree to which computers can assist in solving problems. There are three main branches of this subject: automata theory and formal languages, computational complexity theory, and computability theory.

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