Chapter 3, Problem 1.5AYK

1- You are required to draw flow chart and write a Pseudocode for the following problem statement. Muscat MobiCare is a Mobile Outlet, which provides Mobile repair services. The charges of mobile repairs are based on the type of the service. Details of charges are as follow: Software Fault: 4 OMR Screen Fault: 6 OMR Network/Wi-Fi Fault: 8 OMR Internal Hardware Fault: 10 OMR The Outlet offers discount to the loyal customers. The discount is offered based on the customer visits to the outlet. Following is the detail of discounts. 1- Customer visiting 4 times a year gets 20% discount. 2- Customer visiting 6 times a year gets 30% discount. 3- Customer visiting 8 times a year gets 50% discount. You are required to draw a Flow Chart diagram and write a Pseudocode for a computer program that takes customer name, mobile model, visit date, total number of visits, and required service (mentioned above). The program outputs a receipt with all the entered information plus repair charges based on…

Domino's Time Function Name: dominosTime() Parameters: N/A Returns: None Description: During the summer, you ordered a lot of food from Domino's. Pizzas are $12, an order of pasta is $6, and chicken wings are $8. Write a function that asks the user how many of each food item they would like, and then print a response telling them what their order to- tal will be. The order total should be an integer. >>> dominosTime() How many pizzas do you want? 3 How many orders of pasta do you want? 2 How many orders of chicken wings do you want? 2 By ordering 3 pizzas, 2 orders of pasta, and 2 orders of chicken wings, your order total comes to $64.

Lecture Note Form : F = ±(0.d₁d2d3... dm) ße, Normalized Form : F= ±(1.d₁d2d3 ... dm) B Be Denormalized Form : F= ±(0.1d₁d2d3 ·dm) 3 ße ... Let ß = 2, m = 4, emin = -1 and emax = 2. Answer the following questions: (a) Compute the minimum of r for normalized form. (b) Compute the Machine Epsilon value for the normalized form. Compute the maximum delta value for the form given in Eq. (1). (c) .(i) .(ii) .(iii)

Describe the call statements in the code below. Describe the condtion being tested. What is the result of the call statements? def selectPrintRequest(DogNames, DogAges, request): # check if oldest option requested if request =="O": printOldestDog(DogNames, DogAges) # check if youngest option requested if request =="Y": printYoungestDog(DogNames, DogAges) # check if both outputs requested if request =="B": printYoungestDog(DogNames, DogAges) printOldestDog(DogNames, DogAges) # if no option requested, just return return

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please solve question 5 please   Mmmmmmmmmmm