Reference no: EM13699454
You need to prepare the finite automata and draw the machine diagram.
Part A- Give state diagram of DFA recognizing the following languages, alphabet S = {0, 1}:
1. {w | w contain the substring 01001}
2. {w | w contain at least two 1s and one 0}
Part B- Give state diagram of NFA recognizing the following languages, alphabet S = {0, 1}:
1. {w | w contain the substring 01001}
2. {w | w contain at least two 1s and one 0}
3. Construct DFA that accepts the set of strings on S = {0, 1} that consisting all the strings with precisely one 0
4. Construct DFA that accepts the set of strings on S = {0, 1} that consisting all the strings with at least one 0
5. Use induction proof, and prove that: a binary tree of height n has at most 2nleaves. Note: a binary tree is a tree in which no parent can have more than two children.
6. How cardinality of infinite sets is measured? Provide couple of closure properties of countable sets.
I cannot seem to get this to work for some reason could somebody provide me a code to compare and test? You have to satisfy the requirements specific in the instruction.
How to plot each of these vector fields
: You need to help on how to plot each of these vector fields - v=yi-xj and v=xi in MATLAB Programming.
|
Describe the applications functionality
: Create an application for Koch's Cottages, a weekend getaway resort that rents cottages and boats to use on the local lake - Add labels as suitable to describe the application's functionality. Save the file as JCottageFrame.java.
|
Prepare a program to get a number from the user
: How will you prepare a program to get a number from the user and then demonstrate the output as the result above?
|
Open this using a brute-force attack
: What is the worst case number of combinations he must now test to try open this using a brute-force attack?
|
Give state diagram of dfa recognizing
: Give state diagram of DFA recognizing the following languages, alphabet S = {0, 1}: - How cardinality of infinite sets is measured? Provide couple of closure properties of countable sets.
|
Find out the min-term of the circuit
: find out the min-term of the circuit - Find the min-term expansions for X, Y, and Z (i.e. the Standard SOP expression for each). Put your final answer in short-hand notation (e.g. Sum of minterms(1, 4, 6)).
|
Design a new combinational logic block
: You are to design a new combinational logic block called the "zeros counter". The zero counter has seven inputs X1.X2,.....X7.
|
Find the min-term expansions
: Find the min-term expansions for X, Y, and Z (i.e. the standard SOP expression of each). Use short-hand notation in your final answer (e.g. Sum of min-terms (1, 4, 6)).
|
You need to do the integer comparison
: Prepare a segment of code which will read in an integer and then output the subsequent:
|