, indicates the Owners key is open. M=0,indicates the Managers key is off. N=1, indicates the Nominees key is open L=0 means the locker is off. The locker(L) can be open only for the following conditions: If the Manager’s key and nominee’s keys are open but the owner key is close. OR If the Manager’s and owner’s keys are open but the other key is close. OR If the Owner’s key is open but the other keys are close. OR If all keys are open. i. Find the Boolean function for the above systems outputs 2 ii. Simplify the output functions using Boolean Algebra. 2

, indicates the Owners key is open. M=0,indicates the Managers key is off. N=1, indicates the Nominees key is open L=0 means the locker is off. The locker(L) can be open only for the following conditions: If the Manager’s key and nominee’s keys are open but the owner key is close. OR If the Manager’s and owner’s keys are open but the other key is close. OR If the Owner’s key is open but the other keys are close. OR If all keys are open. i. Find the Boolean function for the above systems outputs 2 ii. Simplify the output functions using Boolean Algebra. 2

Operations Research : Applications and Algorithms

4th Edition

ISBN:9780534380588

Author:Wayne L. Winston

Publisher:Wayne L. Winston

Chapter19: Probabilistic Dynamic Programming

Section19.4: Further Examples Of Probabilistic Dynamic Programming Formulations

Problem 7P

See similar textbooks

Similar questions

An employee uses the following coding logic for the company’s resource access: String result = authenticate( . . . ) ; if(result.equals (ACCESS DENY) ) // do stuff after authentication fails e l s e // do stuff after authentication succeeds Suppose values returned by the authenticate function include ACCESS OK and ACCESS DENY. Is there a security flaw in the program? If so, explain and rewrite the code.
A safe has 5 locks v,w,x,y,z all of which must be unlocked for the safe to open The keys to the locks are distributed among five executives in the following manner: i. A has keys for locks v and x; ii.B has keys for locks v and y; iii.c has keys for locks w and y; iv.D has keys for locks x and z; v.Ehas keys for locks v and Z. vi.Find all the combinations of executives that can open the safe. Write an expression vii.f(A,B,C,D,E)which specifies when the safe can be opened as a function of which viii. Executives are present.
An ATM allows a customer to withdraw a maximum of $500 per day. If a customer withdraws more than $300, the service charge is 4% of the amount over $300. If the customer does not have sufficient money in the account, the ATM informs the customer about the insufficient funds and gives the customer the option to withdraw the money for a service charge of $25.00. If there is no money in the account or if the account balance is negative, the ATM does not allow the customer to withdraw the money. If the amount to be withdrawn is greater than $500, the ATM informs the customer about the maximum amount that can be withdrawn and does not allow them to withdraw the money. Write an algorithm that allows the customer to enter the amount to be withdrawn. The algorithm then checks the total amount in the account, dispenses the money to the customer, and debits the account by the amount withdrawn and the service charges, if any.
An ATM allows a customer to withdraw a maximum of $500 per day. If a customer withdraws more than $300, the service charge is 4% of the amount over $300. If the customer does not have sufficient money in the account, the ATM informs the customer about the insufficient funds and gives the customer the option to withdraw the money for a service charge of $25.00. If there is no money in the account or if the account balance is negative, the ATM does not allow the customer to withdraw any money. If the amount to be withdrawn is greater than $500, the ATM informs the customer about the maximum amount that can be withdrawn. Write an algorithm that allows the customer to enter the amount to be withdrawn. The algorithm then checks the total amount in the account, dispenses the money to the customer, and debits the account by the amount withdrawn and the service charges, if any. (9) Submit your answer to dropbox.
An ATM allows a customer to withdraw a maximum of $500 per day. If a customer withdraws more than $300, the service charge is 4% of the amount over $300. If the customer does not have sufficient money in the account, the ATM informs the customer about the insufficient funds and gives the customer the option to withdraw the money for a service charge of $25.00. If there is no money in the account or if the account balance is negative, the ATM does not allow the customer to withdraw any money. If the amount to be withdrawn is greater than $500, the ATM informs the customer about the maximum amount that can be withdrawn. Write an algorithm that allows the customer to enter the amount to be withdrawn. The algorithm then checks the total amount in the account, dispenses the money to the customer, and debits the account by the amount withdrawn and the service charges, if any.
An ATM allows a customer to withdraw a maximum of $500 per day. If a customer withdraws more than $300, the service charge is 4% of the amount over $300. If the customer does not have sufficient money in the account, the ATM informs the customer about the insufficient fund and gives the option to withdraw the money for a service charge of $25.00. If there is no money in the account or if the account balance is negative, the ATM does not allow the customer to withdraw any money. If the amount to be withdrawn is greater than $500, the ATM informs the customer about the maximum amount that can be withdrawn. Write an algorithm that allows the customer to enter the amount to be withdrawn. The algorithm then checks the total amount in the account, dispenses the money to the customer, and debits the account by the amount withdrawn and the service charges, if any.
please Answer this Question Even use hand write but please don't Reject. Draw the Decision table for the following scenario: Suppose a customer would like to withdraw money from an ATM machine. If they insert invalid card, the machine will reject the card. If the card is valid, they are prompt to enter a PIN number. If the PIN is wrongly keyed, the machine will prompt user to re-enter the PIN. If the next attempt is fail then the machine will eat the card. If the PIN is successfully entered, the machine will allow user to dispense the requested cash if the balance is sufficient.
Complete the following function according to its docstring. def check_password_exclusive(passwd: str) -> bool: """ An exclusive strong password has a length greater than or equal to 6, and contains ONLY letters and numbers. Return True if and only if passwd is considered an exclusive strong password. >>> check_password_exclusive('I<3csc108!') False >>> check_password_exclusive('time2sleep4me') True """
Design a system for a restaurant in which users can order multiple food items from the following menu:• Press 1 to buy pizza• Press 2 to buy rice• Press 3 to buy steak• Press 4 to buy spaghetti• Press 5 to buy teaThe user enters the balance on their credit card. User can buy multiple products if he/she has the desired balance. If the user is a member of the restaurant, then the system should give a 10% discount. In the end, add 16% GST on total bills and deduct money from a credit card. You are required to follow the following price chart of the products:• Pizza= 1500• Rice= 350• Steak = 1100• Spaghetti=500• Tea=30
From an ATM, a user may withdraw up to $500 every day. The service fee is 4% if a consumer withdraws more than $300. It alerts the customer of insufficient cash and offers to withdraw the funds for a $25 charge. If your account has a negative balance or is empty, you won't be able to withdraw money from the ATM. The ATM notifies the user of the maximum withdrawal amount and refuses the transaction if it exceeds $500. Create a withdrawal amount entry algorithm that clients may use. After checking the account balance, the algorithm debits the customer's account for the amount withdrawn plus any applicable service charges.
6 Cell Phone PackagesCell Solutions, a cell phone provider, sells the following packages:300 minutes per month: $45.00 per month800 minutes per month: $65.00 per month1500 minutes per month: $99.00 per monthThe provider sells the following phones (a 6 percent sales tax applies to the sale of a phone):Model 100: $29.95Model 110: $49.95Model 200: $99.95Customers may also select the following options:Voice mail: $5.00 per monthText messaging: $10.00 per monthWrite an application that displays a menu system. The menu system should allow the userto select one package, one phone, and any of the options desired. As the user selects itemsfrom the menu, the application should show the prices of the items selected.
???????? 2: Take the username and password from a user and check the validity of the password using the following rules: 1. Password must contain at least 2 digits, at least one uppercase letter, at least one lowercase letter, and at least one of the special characters (*,_,%,$,#,@) in it. If one or more of these are missing, show which ones are missing. 2. The password must not contain the username in it. If it does, the password will be invalid. 3. The password must have a length of 8 or more. Sample Input 1: Username: IzukuMidoriya Password: izukuMidoriya24# Output1: Invalid Password: Password cannot contain username Sample Input 2: Username: IzukuMidoriya Password: Iamhere@12 Output2: Valid password Sample Input 3: Username: IzukuMidoriya Password: Ia4%Lp Output3: Invalid Password: Password too short Sample Input 4: Username: IzukuMidoriya Password: izuku@Midoriya24# Output4: Valid Password Sample Input 5: Username: IzukuMidoriya Password: Ia4%sahdvckgjp…