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Write a program that inputs three double-precision, floating-point numbers and passes them to a function that returns the smallest number.

Short Answer

Expert verified
Program reads three floats, finds smallest using `min()`, and outputs it.

Step by step solution

01

Define Input Method

To begin, we need to correctly capture three double-precision, floating-point numbers from the user. We will use Python's `input()` function to prompt the user for these numbers, ensuring we convert the inputs to the float data type using `float()` to maintain precision and facilitate comparison.
02

Create the Function to Find the Smallest Number

Next, define a function named `find_smallest` that takes three parameters. These parameters will represent the floating-point numbers we input. Use the built-in Python function `min()` within this function to determine which of the three numbers is the smallest.
03

Implement Logic to Call the Function

Once the function is created, store the input numbers in variables. These variables will then be passed as arguments to the `find_smallest` function call. Assign the result of this function call to another variable, which will hold the smallest number.
04

Output the Smallest Number

Lastly, print the smallest number by using the `print()` function, displaying the result to the user in a readable format. This step ensures the user can see which of their input numbers was identified as the smallest.

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Key Concepts

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

Function Definition
In programming, a function is a block of code that performs a specific task. When you define a function, you assign a name and list the steps that the function should perform. In Python, you create a function using the `def` keyword followed by the function's name and any necessary parameters within parentheses. After this setup, the code that belongs to the function is indented. This indicates that it's part of the function.
Defining functions allows you to organize your code into manageable parts. You can call the function whenever you need to perform the task it handles.
Remember, in our exercise, we defined a function called `find_smallest` to determine the smallest floating-point number from a set of three. By using the `min()` function inside our custom function, we leverage Python's built-in capabilities to find the minimum value among the given numbers.
Floating-Point Numbers
Floating-point numbers are numbers that have a decimal point. They are essential for representing real numbers in programming since many calculations and data points are not whole numbers.
In Python, floating-point numbers are created when you include a decimal in a number. You can also convert strings to floating-point numbers using the `float()` function. This is important when handling user inputs or read data. Floating-point numbers allow high precision and a wide range of values, fitting perfectly with most mathematical computations.
In our exercise, capturing user inputs as floating-point numbers is crucial since this keeps our calculations precise, especially when comparing numbers to find the smallest one.
Input Handling
Input handling is the method of collecting data from users. It can be done in various ways, depending on the programming language and the application's needs.
In Python, the `input()` function is commonly used to get user input. When you use this function, it prompts the user to enter a value. However, `input()` treats everything as a string, which means if you need a number, you must convert the input using functions like `int()` or `float()`.
Proper input handling ensures that the data your program handles is in the correct format, which is critical for successful processing, as demonstrated in our exercise. Once the floating-point numbers are correctly input and converted, they are ready to be passed to the function for further processing, like finding the smallest number.

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Most popular questions from this chapter

Write a complete \(C++\) program with the two alternate functions specified below, of which each simply triples the variable count defined in main. Then compare and contrast the two approaches. These two functions are a. function tripleByvalue that passes a copy of count by value, triples the copy and returns the new value and b. function tripleByReference that passes count by reference via a reference parameter and triples the original value of count tHRough its alias (i.e., the reference parameter)

a. Function celsius returns the Celsius equivalent of a Fahrenheit temperature. b. Function fahrenheit returns the Fahrenheit equivalent of a Celsius temperature. c. Use these functions to write a program that prints charts showing the Fahrenheit equivalents of all Celsius temperatures from 0 to 100 degrees, and the Celsius equivalents of all Fahrenheit temperatures from 32 to 212 degrees. Print the outputs in a neat tabular format that minimizes the number of lines of output while remaining readable.

Can main be called recursively on your system? Write a program containing a function main. Include static local variable count and initialize it to 1\. Postincrement and print the value of count each time main is called. Compile your program. What happens?

Write program segments that accomplish each of the following: a. Calculate the integer part of the quotient when integer a is divided by integer \(b\). b. Calculate the integer remainder when integer a is divided by integer \(b\). c. Use the program pieces developed in (a) and (b) to write a function that inputs an integer between 1 and 32767 and prints it as a series of digits, each pair of which is separated by two spaces. For example, the integer 4562 should print as follows: $$4562$$

Determine whether the following program segments contain errors. For each error explain how it can be corrected. [Note: For a particular program segment, it is possible that no errors are present in the segment. a.template < class A > int sum( int num1, int num2, int num3 ) { return num1 + num2 + num3; } b. void printResults( int x, int y ) { cout << "The sum is " << x + y << '\n'; return x + y; } c. template < A > A product( A num1, A num2, A num3 ) { return num1 * num2 * num3; } d. double cube( int ); int cube( int );

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