Given two integers that represent the miles to drive forward and the miles to drive in reverse as user inputs, create a SimpleCar variable performs the following operations: • Drives input number of miles forward • Drives input number of miles in reverse Honks the horn • Reports car status SimpleCar.h contains the struct definition and related function declarations. SimpleCar.c contains related function definitions. Ex: If the input is: 100 4
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- JAVA CODE PLEASE Functions With No Parameters and Return Values Practice ll by CodeChum Admin Create a program that has a global integer variable assigned to a value of 1. Then, create a new function named increment that increments the global variable. In the main function, if the current value of the global variable is divisible by 3, print “Cody!”. Otherwise, print the value of that global variable. Repeatedly call the increment function until the value of the global variable is greater than 15. Output Multiple lines containing a string or an integer 1 2 Cody! 4 5 Cody! 7 8 Cody! 10 11 Cody! 13 14 Cody! Score:Parameters are the value passed to a function when the function is called and Argument are the variable defined in the function definition. True or falseGiven two integers that represent the miles to drive forward and the miles to drive in reverse as user inputs, create a SimpleCar variable that performs the following operations: • Drives input number of miles forward • Drives input number of miles in reverse Honks the horn • Reports car status SimpleCar.h contains the struct definition and related function declarations. SimpleCar.c contains related function definitions. Ex: If the input is: 100 4 the output is: beep beep Car has driven: 96 miles 1 #include 2 3 #include "SimpleCar.h" 5 int main() { 6 8 9 10 } /* Type your code here. */ return 0; Current file: main.c Load default template
- The following formula can be used to determine the distance an object falls due togravity in a specific time period:d =112 gt2The variables in the formula are as follows:• d is the distance in meters,• g is 9.8,• and tis the time in seconds that the object has been falling.Write a function named fall i ngDi stance that accepts an object's falling time (in seconds)as an argument. The function should return the distance, in meters, that the object hasfallen during that time interval. Write a program that demonstrates the function by callingit in a loop that passes the values 1 through 10 as arguments and displays the return value.In C++ Language Write a function named kinetic that computes the kinetic energy for an object using the following formula: E = 12mv2E = 12mv2 where: m is the mass of the object v is the velocity of the object E is the kinetic energy. The mass, m, and the velocity, v, are passed to the function as parameters. The value of energy, E, is computed and returned.A variable num has been predefined as 8, alongside the following function definitions: def funcl (): num = 2 print (num) def func2 () : global num double num = num * 3 msa num = 10 print (double num) What value is printed out when funcl () is called? 2 What value is printed out when func2 () is called? 6. What is the value of num in the global scope after calling func1 () and func2 ()? 10
- Fill-in-the-Blank When a function uses a mixture of parameters with and without default arguments, the parameters with default arguments must be defined _________.Which of the following are benefits of specifying a function's parameters' data type(s)? Choose all that apply. it constructs data of the correct type in the parameter O it conveys the valid types of argument expressions required in a call to the function O it conveys valid operations on parameters within the function's body O it ensures a default value for the parameter when an argument is missing it makes it possible to identify invalid function calls without running the program there are no benefits in specifying a function's parameters' data typesTracking laps Learning Objectives In this lab, you will practice writing functions, passing arguments and returning results from the function printing the result of a function call writing your code as a module Instructions Main Idea An Olympic-size swimming pool is used in the Olympic Games, where the racecourse is 50 meters (164.0 ft) in length. "In swimming, a lap is the same as a length. By definition, a lap means a complete trip around a race track, in swimming, the pool is the race track. Therefore if you swim from one end to the other, you’ve completed the track and thus you’ve completed one lap or one length." (Source: What Is A Lap In Swimming? Lap Vs Length) Write the function meters_to_laps() that takes a number of meters as an argument and returns the real number of laps. Complete the program to output the number of laps with two digits after the period. Examples Input: 150 Output : 3.00 Input: 80 Output: 1.60 Your program must define and call the following…
- Create a function named fnTuition that calculates the tuition for a student. This function accepts one parameter, the student ID, and it calls the fnStudentUnits function that you created in task 2. The tuition value for the student calculated according to the following pseudocode: if (student does not exist) or (student units = 0) tuition = 0 else if (student units >= 9) tuition = (full time cost) + (student units) * (per unit cost) else tuition = (part time cost) + (student units) * (per unit cost) Retrieve values of FullTimeCost, PartTimeCost, and PerUnitCost from table Tuition. If there is no student with the ID passed to the function, the function should return -1. Code two tests: 1) a student who has < 9 student units, and 2) for a student who has >= 9 student units. For each test, display StudentID and the result returned by the function. Also, run supportive SELECT query or queries that prove the results to be correct.void fx(char ch) is a function with no return value int fx(char x) is a function with int return value int fx(char &x) is a function with parameter passed by value char fx( int x) is a function with int return valueA prime number is an integer value that is only divisible by 1 and itself. 2, 3, 5, 7, and 11 are examples of prime numbers. You have been provided with two function definitions: The is_prime () function takes an integer parameter number, and returns True if number is prime and False otherwise. The get_next_prime () function also takes a single integer parameter number, and returns the first prime number larger than it. You must not change the implementation of these 2 functions. Complete the get_primes_list() function that takes a single list of integers called numbers as parameter. You can assume that the integer items in this list will be non-negative. The function must update this list so that items that are not prime numbers are updated to the first prime number larger than them. To implement this function you must call both the is_prime () and get_next_prime () functions. Some examples of the function being called are shown below. Note: the get_primes_list() function does not…