II. Construct a DFA for the following functionM = {Q, E, Trans, qo, F}Q = {qo, qı, q2, q3}1E = {0, 1}qo q0 q1qo = q0q3F={q}q2qi q2q3q3 q2Assessment Rubrics: Depends on the perfection of the solutionII. Tick (V) if the following string is accepted by above DFA and (X) if it is rejectedqi 1:StringOR00 10 101 1 1 0 0 10 10000 10 1 1100100 10 10 1 1 10 1 1 10 0 0 100011 10 10 10 10 100011 1 0 0 0 10 100101000 00 101110010 10 10 10011 1 111 10 10 10000 0 1 10 1 1 10 0 10 10 10 10 10 1000 0 0 1 10 0 0 0

Need to generate DFA for the below shown transition table : and also check whether the given…

Answered: II. Construct a DFA 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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Create a function that takes three arguments prob, prize, pay and returns true if prob * prize > pay; otherwise return false. To illustrate: profitableGamble (0.2, 50, 9) ... should yield true, since the net profit is 1 (0.2 * 50 - 9), and 1 > 0. Examples profitableGamble (0.2, 50, 9) → true profitableGamble (0.9, 1, 2) → false profitableGamble (0.9, 3, 2) → true
9. Write a function that receives marks received by a student in 7 subjects and returns the average and percentage of these marks. Call this function from main( ) and print the results in main( ). (5 Marks)
Suppose a regional council wants to see the effect of reducing the chorophyll, nitrogen, and phosphorus values in a lake by a certain percentage each year. For example, Lake Whangape could do with a clean up: Define a function print_variables_over_time(c_a, tn_0, tp_0, percent_reduction, final year) that accepts current levels for CHLA, TN, and TP and prints out a table showing a forecast of these values over time, provided all are reduced by the given percentage each year. Parameter summary • c_0, tr_e, and tp_e are initial CHLA, TN, and TP values respectively (i.e. at year 0). • percent_reduction is the percentage reduction in all three values, per year, and will be given as a value between 0 and 100. • final_year= number of the last year to print, e.g. 4 means print years 0, 1, 2, 3, 4. You can assume final year is at least 1. Notes: • Use "Year CHLA TN TP for the header row. • The year should be printed with width 3 (ie, 3d will be helpful) • CHLA, TN, and TP should be printed with…
create a C function, named t, that outputs Pascal’s triangle. The function tt: gives the pascal t The find function: int find(int n, int r); That find r from n The factorial function: int factorial(int n); Use the equation: nCr= n!/(r!(n-r)!'
Select all answers that are an incorrect description of "minterm": a product term with only a single function literal, in true or complemented form. a product term with every function literal appearing exactly once, in true or complemented form. *** a product term with every function literal appearing exactly once, and only in true form. a product term with at least one function literal appearing once, in true or complemented form.
Page of 3 You should print enough test cases below cach of your function delinitions to be reasonably sure it works for all types of inputs as described in the problem. Your test cases should be different from any of the examples provided in the problem. 1. Write a function is divisible that takes two numbers and n as inputs, and that returns True (the Boolean valuel) if is divisible by n, and it returns False otherwise. For example, is divisible(48, 6) should return True, while is divisible(48, 7) should return False. 2. Note: You should finish Number 1 before trying this problem. Recall that a positive integer greater than 1 is called prime if it is only divisible by 1 and itself. Write a function is prime that takes a positive integer n greater than 1 as input, and that determines whether n is prime by testing whether it is divisible by 2,3, 4....n-2, 1. The function should return True if n is a prime mumber, and False otherwise. or n Your is prime function must use your function is…
This is a c programming question. Please solve with functions. Question The function that returns letter grade according to midterm and final grade: The function turn_to_letter decides on the letter grade of the student according to the table below from the visa and final grades sent into it and returns it, write it together with a main function which the turn_to_letter function is called and prints the letter equivalent on the screen. -Success score = 40% of midterm + 60% of final, -F for the success score below 50, D for between 50 and 59, C for between 60 and 69, B for between 70 and 79, A for 80 and above.
Problem Statement Consider the mathematical functions f(x) = x³ + 5* + 1 and g(x) = x +3* + 1. Create a function func with first argument n and second argument m that returns the value of h(n)+ i(m)where h(n) = f(n)/g(n)and i(m) = f(m) * g(m)wheren and m can be any real number. For simplicity, turn the output to an integer using the int() function. %3D Note There is no need to ask for input or print the output. Just submit the function with the following format: Соpy def func (float1, float2): # Your code here where float1 and float2 are real numbers. For example, the function should return 5 1428 1411 if 0 0 2 2 and -2.5 - 2.5 are the arguments, respectively. Important Notes Your submission must contain only your implementation of the func function. Do not print anything. If you will be defining functions other than func enter their names as strings in a global list labeled OTHER_HELPER_FUNCTIONS).. For example: Соpy def func (float1, float2): # Your code here def a_function_i_need(x,…
II. Construct a DFA for the following function M = {Q. E, Trans, qo, F} Q = {qo, q1, q2, q3} 1 E = {0, 1} qo qo q1 ob = ob qi F={q} q2 q1 q2 q3 q3 q2 Assessment Rubrics: Depends on the perfection of the solution II. Tick (V) if the following string is accepted by above DFA and (X) if it is rejected String OR 00 10 10 11 1 0 0 10 1000 0 101 1 1001001 0 10 1 1 10 1 1 10 00 1000 11 101010 10 1000 1 1 1 0 0 0 101 0010 100 00 0 10 1 1 1 00 10 10 10 1 001111111 0 10100 0 00 1 1 0 1 1 1 0 0 1010 10 10 10 100000 1100 0 0
Redesign the solution using functions. For this lab: 1. You will define a function named main() (LO 1) 2. You will get input in the main function and pass it to the following functions: (LO 2) a. milesToKm() b. FahToCel() c. GalToLit() d. PoundsToKg() e. InchesToCm() 3. Each function will require that you have a local variable to store the result of the calculation. This result will then be displayed using the print statement from within the function
My Solutions > My first FUNCTION problem Get started with: [STANDARD ASSESSMENT] This example uses a simple problem to demonstrate how to create a MATLAB coding problem where the student solution must be a function. Only the values returned by the function can be assessed in function problem types. This problem type can introduce confusion to students not yet comfortable writing their own functions, Step 1: Use this area to set up the problem and describe the task(s) the student solution will be assessed on. For example: Two commonly used scales for measuring temperature are Fahrenheit and Celsius. In this course we will often want to convert temperature in degrees Fahrenheit to degrees Celsius. Create a function called tempF2C that will accept as input a single temperature in degrees Fahrenheit and return the equivalent temperature in degrees Celsius. Recall that Fahrenheit and Celsius are related by the following equation: Tc (T-32)/1.8 Step 2: Select "Function" Problem Type below…
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