1. Write the ô function for the following transition graphs(1) dfa (δοΕ: Qx Σ+ Q)wwwaka9192( 2) nta (δι0x (Συζλ;) ΡO )NFAwwwa, ba2. Give the languages accepted in the above 6 (1) and 6(2), respectively.

Transition function for DFA is: δ:Q*ε→Q where Q= Finite set of states ε= input alphabet The…

Answered: Write the o function for the following…

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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Please keep the solution neat. a) Write down the Mathematical notation for Fixed-point Representation andFloating-Point Representation and explain each term. b) Suppose the domain of x is given as [0.101,0.111]. If ? =0.1101. What will it be rounded to?
7. Write both CNF and DNF form for the Boolean expression E (x1,X2, X3, X4) = [(x1 ^ xz ^ X4) V (X1 A X2 ^ X3 )] ^ (X2 ^ X3 A X4) over the two valued Boolean algebra {{0,1}, ^, V, - }.
Design an NFA over Σ = {a,b,c} with no more than 5 states to accept the following language: L = {(ab)" (abc)m: n ≥ 0, m≥ 0} L samples: A, ab, abab, abc, abcabc, ababc ī samples: a, b, ba, bb, aba, abb, bab, bba, bbb
Question 6 Simplify the following Boolean expressions using K-Map a- F(w,x,y,z)= (1,3,4,5,6,7,9,11,13,15) b- B'D'(A'C'+C)+AC'D'+BD(A'C+C')
1. Using K-map, simplify the function in SOP f(a,b,c,d,e)= c'd'e + c'de' + b'cd' + b'cde + b’cde'. Write the behavioural Verilog code for the same.
A Boolean function F(A,B.C,D) is described by 2,3,8,10,11,12,14,15.lf using K-map the function is simplified, then which is the best designed Boolean expression in POS form? O a. (A+B) + (A+B') + (C+D') O b. (A+B) + (A'+B') + (C+D') O c. (A'+B) + (A+B') + (C+D') O d. (A+B)+ (A+B') + (C'+D')
Draw a syntax tree for 5(t-6)-2 =log(8-cos(√|R+Q|))-32(F-3)
: Consider Q1. Replace: AA() with aa = bb + cc; BB() with bb = aa * cc; CC() with cc = bb - aa; d write the corresponding Verilog RTL. Comply with our coding guidelines completely.
Even if CNF may be converted to DNF, why is it easier to satisfy Disjunctive Normal Form (DNF) than Conjunctive Normal Form (CNF) in run time?
Consider the following two variable bindings in Lisp: (setq x ‘(a b c d)) (setq y ‘(4 3 2 1)) Using only the variables x and y and the functions car, cdr and cons, provide Lisp S-expressions for generating the following: (d c b a) (4 c (b 2)) ((a b c d) . 1) (((a c) (1 2)) . a) ((a 1) (b 2) (c 3) (d 4))
Write the ô function for the following transition graphs (1) dta (δ QxΣ ) www DFA 91 a 92 2) nta (δ: Qx (Συ{λ;) - PO) NFA а, b 12 a
NFA/E-NFA Problems A. Draw the state diagram of a NFA/ E-NFA over alphabet set {a, b, c} that starts with ab and ends with cc. [Sample Accepted Strings: abcbcc, abcbabbcc, abbaacc] B. Draw the state diagram of a NFA/ E-NFA over alphabet set {0,1} that contains 011 or 1101 as a substring. C. Draw the state diagram of an NFA/e-NFA for alphabet set {a, b} which starts and ends with "ab". D. Draw the state diagram of an NFA/&-NFA for alphabet set {a, b} which contains a 'b' in its E. third position from the last. [Sample accepted strings: "abba", "baa", "ababab"]. F. Draw the state diagram of an NFA/-NFA which accepts strings of length at most 5. The set of accepted symbols is {0, 1, 2}. G. Draw the state diagram of an NFA/-NFA for alphabet set {a, b, c} which starts with abc or ends with bb. H. Draw the state diagram of an NFA/-NFA which accepts those binary strings that has odd decimal values. The set of accepted symbols is {, 1}.

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Write the o function for the following transition graphs (1) dfa (Sp5a : Q ×£→ Q) ak a 91 92 (2) nfa (SNF4 : Q × (EU{2}) → P(Q)) a, b a