timesTen that accepts the Integer argument. When the module is called, it should return the value of its argument multiplied times 10.
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Design a pseudocode module named timesTen that accepts the Integer
argument. When the module is called, it should return the value of its argument
multiplied times 10.
Step by step
Solved in 3 steps
- Design a module named timesTen. The module should accept an Integer argument. When the module is called, it should display the product of its argument multiplied times 10.Design a program using pseudocode that prompts the user to enter a number within the range of 1 - 10. The program should then display the roman numeral version of that number . If the number is outside of the range 1-10, the program should display an error message. Here are some necesary parameters to help solve the problem.a. Create a main module. It should declare one local variable and call two other modules. b. Create a module to get input from the software user. c. Create a module that uses a Case structure Please declare variables/constants, write line numbers before each line of the algorithm, include blank numbered lines between modules and write comments. **example of desired format is attatchedFYI: Please write the code in Pseudocode (no programming language please) 1. Write pseudocode module that loops through random numbers until it generates the "lucky number". In the main(), ask the user to enter a lucky number between 1 to 10 Validate the user’s input Pass the lucky number to the module from the main() In the module, display each number that gets randomly generated. A number in the range of 1-10 Return a count of the number of times it took to get the “luck number” Write the entire program including the Main()
- #3 – This pseudocode has multiple problems. Fix the calling statement and the definition below so that the routine accepts 3 grades as parameters and returns the average into a variable. Call calcPercentageof(Boolean Number) Module calcPercentageOf (numerator, num2) Set percentage = num / num2 * 100 End Module Write the correct call statement and module definition below:.Assume that a pseudocode program contains the following module:Module display(Integer arg1, Real arg2, String arg3)Display "Here are the values:"Display arg1, " ", arg2, " ", arg3End ModuleExamine the following pseudocode module header, and then select a statement that calls the module, passing 22 and "Bob" as an argument.Module showOutput(Integer aNumber, String userName)// etc...End Module A)Call showOutput(22, "Bob")B)Call showOutput("Bob", 22)C)Call Module(argument = "Bob", parameter = "22")D)Define Module ("Bob", 22)
- ind the error in the following pseudocode.Module main()Declare Real mileageCall getMileage()Display "You've driven a total of ", mileage, " miles."End ModuleModule getMileage()Display "Enter your vehicle's mileage."Input mileageEnd ModuleWhat will the following pseudocode program display?Module main() Declare Integer x = 1 Declare Real y = 3.4 Display x, “ “ , y Call changeX(x) Call changeY(y) Display x, “ “ , yEnd ModuleModule changeX(Integer a) Set a = 0 Display aEnd ModuleModule changeY(Real Ref b) Set b = 0.0 Display bEnd ModuleFind the error in the following pseudocode: Module main() Declare Real mileage Call getMileage() Display "You've driven a total of ", mileage, " miles." End Module Module getMileage() Display "Enter your vehicle’s mileage." Input mileage End Module
- Find the error in the following pseudocode.Module main() Declare Real mileage Call getMileage() Display “The mileage is: “, mileage, “miles.”End ModuleModule getMileage() Display “Enter the mileage: “ Input mileageEnd ModuleFind the error in the following pseudocode: Module main() Call getCalories() End Module Module getCalories() Declare Real calories Display "How many calories are in the first food?" Input calories Declare Real calories Display "How many calories are in the second food?" Input calories End ModuleWrite the pseudocode for a module named netPay. The module will accept 3 parameters by value. The parameters are all real numbers representing hourly pay rate, number of hours worked, and witholding percentage. The module will calculate gross pay by multiplying the hourly pay rate by the number of hours worked. It will then calculate the deductions by multiplying the gross pay by the witholding percentage. Finally it will calculate the net pay by subtracting the deductions from the gross pay. The module will display the net pay.