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Write the definition of a void function that takes as input two decimal numbers. If the first number is nonzero, it outputs the second number divided by the first number; otherwise, it outputs a message indicating that the second number cannot be divided by the first number because the first number is 0 .

Short Answer

Expert verified
Define a function with two decimal inputs; use an if-else condition to handle division or output an error message if the first input is zero.

Step by step solution

01

Define the Function

First, define the function using the keyword `void`, followed by the function name. In many programming languages, such as C++ or Java, a `void` function is one that does not return a value.
02

Specify Input Parameters

Declare that the function accepts two input parameters of type decimal. For instance, in Python, you would use the float type, and in C++ you might use the double type.
03

Implement Conditional Logic

Inside the function, use an `if` statement to check if the first input number is nonzero. This will determine the operation to perform.
04

Perform Division or Print Message

If the first number is nonzero, calculate the division of the second number by the first number and output the result. If the first number is zero, print a message explaining that division cannot be performed.
05

Test the Function

Call the function with different pairs of decimal numbers as inputs to ensure it behaves as expected, handling both division and the zero divisor case.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Conditional Logic
Understanding conditional logic is fundamental in programming. It refers to the use of conditions to control the flow of a program. In many programming languages, this is achieved using if-else statements. Here’s how it works in simple terms:
  • The program checks if a specified condition is true.
  • If true, a specific block of code executes.
  • If false, another block of code can execute instead.
For example, in the context of our function, the condition is whether the first number is nonzero. If it is, we divide the second number by the first. If not, we display a message. This critical decision-making functionality allows programs to handle various situations effectively. Conditional logic helps tailor outputs based on inputs, making programs more dynamic and responsive to user interactions.
It is important to test all possible inputs to verify that the conditional logic behaves as expected under all scenarios.
Void Function
A void function in C++ is a type of function that doesn’t return a value to the caller. When defining such a function, the keyword `void` is used in place of a return type. This is useful when the primary purpose of the function is to perform side-effects rather than return a value.
In many cases, you use void functions when you want to print something to the console or modify a global variable without needing to communicate a result back. For example, our function is defined as a void function because its role is to perform operations (division or printing a message) based on its inputs without returning any numerical result.
  • Void functions can still have input parameters.
  • They perform actions, but do not communicate these actions back to the caller through a return value.
  • They can be useful for structuring code by grouping related operations together.
Understanding the purpose of void functions helps keep your programs organized, as they allow you to encapsulate complex operations that don’t require a result to be sent back.
Decimal Numbers
When programming, understanding how to work with decimal numbers is essential. These numbers, also known as floating-point numbers, have fractional components. In C++, decimal numbers are typically represented using the `float` or `double` types.
  • `float` is usually a 32-bit representation, allowing for precision up to seven decimal digits.
  • `double` offers 64-bit representation, which allows for greater precision, typically up to 15 decimal digits.
Decimal numbers are crucial in calculations where exact precision is necessary, such as scientific computations or financial applications. In our function, we use decimal numbers as inputs to ensure the function can handle precise division calculations. It is vital to choose the correct type based on the precision needs of your program. Understanding how your system manages floating-point representation helps in predicting how calculations will round and approximate results, making your computation more reliable.
C++ Programming
C++ is a powerful programming language well-known for its performance and versatility. It supports both procedural and object-oriented programming paradigms. One key feature of C++ is its ability to manipulate low-level system resources, making it ideal for applications where performance is critical.
  • C++ provides control over system resources through pointers and memory management.
  • It is commonly used in game development, scientific computing, and applications requiring real-time processing.
  • The language has a rich set of libraries and a supportive community, facilitating extensive application development.
For the beginner, a fundamental grasp of C++ includes understanding how to define functions, work with different data types, and implement control structures like loops and conditions. The concept of a void function, as explored in our exercise, is just one important aspect of learning to program effectively in C++. Learning C++ provides a strong foundation for understanding more complex systems and applications.

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Most popular questions from this chapter

Consider the following function definition: int func (int \(x,\) double \(y,\) char \(u,\) string name) 1 / / function body \\} Which of the following are correct function prototypes of the function func? a. int func \((x, y, u,\) name) b. int func (int \(s\), double \(k\), char ch, string name); c. int func (int, double, char, string) d. func (int, double, char, string)

include #include #include using namespace std; void traceMe(double x, double y); int main() { double one, t… # Consider the following program: #include #include #include using namespace std; void traceMe(double x, double y); int main() { double one, two; cout << "Enter two numbers: "; cin >> one >> two; cout << endl; traceMe(one, two); traceMe(two, one); return 0; } void traceMe(double x, double y) { double z; if (x != 0) z = sqrt(y) / x; else { cout << "Enter a nonzero number: "; cin >> x; cout << endl; z = floor(pow(y, x)); } cout << fixed << showpoint << setprecision(2); cout << x << ", " << y << ", " << z << endl; } a. What is the output if the input is 3 625? b. What is the output if the input is 24 1024? c. What is the output if the input is 0 196?

include using namesp… # Consider the following program. What is its exact output? Show the values of the variables after each line executes, as in Example 6-13. #include using namespace std; void funOne(int& a); int main() { int num1, num2; num1 = 10; //Line 1 num2 = 20; //Line 2 cout << "Line 3: In main: num1 = " << num1 << ", num2 = " << num2 << endl; //Line 3 funOne(num1); //Line 4 cout << "Line 5: In main after funOne: num1 = " << num1 << ", num2 = " << num2 << endl; //Line 5 return 0; //Line 6 } void funOne(int& a) { int x = 12; int z; z = a + x; //Line 7 cout << "Line 8: In funOne: a = " << a << ", x = " << x << ", and z = " << z << endl; //Line 8 x = x + 5; //Line 9 cout << "Line 10: In funOne: a = " << a << ", x = " << x << ", and z = " << z << endl; //Line 10 a = a + 8; //Line 11 cout << "Line 12: In funOne: a = " << a << ", x = " << x << ", and z = " << z << endl; //Line 12 }

Consider the following functions: int find(int num) { int first, second; first = num * num; second = first + num; if (second > 100) num = first / 10; else num = first / 20; return num + 2; } int discover(int one, int two) { int secret = 0; for (int i = one; i < two; i++) secret = secret + i * i; return secret; } What is the output of each of the following program segments? a. cout << find(15) << endl; b. cout << discover(3, 9) << endl; c. cout << find(10) << " " << discover(10, find(10)) << endl; d. x = 12; y = 8; cout << discover(y, x) << endl;

Consider the following function prototypes: int func1(int, double); double func2(string, int, double); char func3(int, int, double, char); string join(string, string); Answer the following questions: a. How many parameters does the function func1 have? What is the type of the function func1? b. How many parameters does function func2 have? What is the type of function func2? c. How many parameters does function func3 have? What is the type of function func3? d. How many parameters does function join have? What is the type of function join? e. How many actual parameters are needed to call the function func1? What is the type of each actual parameter, and in what order should you use these parameters in a call to the function func1? f. Write a C++ statement that prints the value returned by the function func1 with the actual parameters 3 and 8.5. g. Write a C++ statement that prints the value returned by function join with the actual parameters "John" and "Project Manager", respectively. h. Write a C++ statement that prints the next character returned by function func3. (Use your own actual parameters.)

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