For each question, build a possibly nondeterministic FSM for the given language. (1) {w € [a, b]* : w contains at least one instance of aaba, bbb or ababa}Testing strings: &, a, b, bbb, aaaa, aaba, aabb, abba, abbb, bbab, bbba, ababa, aabaa, baaba, ababab,ababbabbaThe accepted strings are:rWrUUaObbbaaaaaabaaabbabbaabbbbbabbbbaababaaabaabaabaabababababbabba

In this question we have to design a NFA design where a language us provided which should have at…

Answered: (1) {w € [a, b]*: w contains at least…

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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Try to find the set of non-terminals (N), the set of terminals(V) and the start symbol. (1) E→E+T (2) E→ T (3) T→T* F (4) T- → F (5) F →i (6) F→ (E) Question: What is the language this grammar describes? Can you name it? Since we can find N, V, and start symbol from productions. Productions alone can describe the whole grammar.
Create a C++ Program to do the following: Create a .txt file with up to 10 double numbers. Then in your code, create an array to hold 10 doubles. Openthe file. Read each number from the file into a place in the array. Count how many numbers you read. Close thefile.Now, go through the data in the array twice. Don’t go through all 10 elements in the array, only the elementsfor which you have read data. On the first pass, calculate the average of the numbers in the array. (Calculate thetotal, divide by count, that is µ).On the second pass through the data, for each number you should calculate how far it is from the average(number - average), square that, and keep a sum of the squares, that is S.When you’re done, calculate the average of that sum of squares, A. The square root of that number, σ is yourstandard deviation.Print out the average µ and standard deviation σ
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(1) {w € [a, b]*: w contains at least one instance of aaba, bbb or ababa} Testing strings: €, a, b, bbb, aaaa, aaba, aabb, abba, abbb, bbab, bbba, ababa, aabaa, baaba, ababab, ababbabba The accepted strings are: