Program 1sgfit from Example \(4.7\) required the user to specify the number of input data points before entering the values. Modify the program so that it reads an arbitrary number of data values using a while loop and stops reading input values when the user presses the Enter key without typing any values. Test your program using the same two data sets that were used in Example 4,7. (Hint: The input function returns an empty array (1) if a user presses Enter without supplying any data. You can use function isempty to test for an empty array and stop reading data when one is detected.)

Short Answer

Expert verified
Here's the modified program that reads an arbitrary number of data values using a while loop and stops reading input values when the user presses the Enter key without typing any values: ```python data_values = [] while True: value = input("Enter a value (press Enter to stop): ") if value == "": break else: data_values.append(float(value)) # Remaining 1sgfit program code... ``` This program will now read an arbitrary number of input data points and stop when the user presses Enter without supplying any data.

Step by step solution

01

Modify the input reading process using a while loop and isempty function

Begin by implementing a while loop to read input values until an empty array is detected. This can be done using the isempty function in Python: ```python data_values = [] while True: value = input("Enter a value (press Enter to stop): ") if value == "": # Check for empty input (just pressing Enter) break # Exit the loop else: data_values.append(float(value)) # Add the value to the list of data values ``` This code will prompt the user to enter data values until they press Enter without typing any values, at which point the loop will be terminated.
02

Test the program using the same two data sets that were used in Example 4.7

Once the while loop implementation is complete, test the program with the same two data sets used in Example 4.7: 1. Data set 1: \(1.0, 2.0, 3.0, 4.0\) 2. Data set 2: \(6.6, 7.7, 8.8, 9.9\) Simply run the program and input these values when prompted to do so. Remember to press Enter without typing any values to signify the end of the input data. After implementing the while loop and isempty function, your program should now read an arbitrary number of data values and stop reading input values when the user presses the Enter key without typing any values. Solution:
03

Modified Program

Here's the modified program that reads an arbitrary number of data values using a while loop and stops reading input values when the user presses the Enter key without typing any values: ```python data_values = [] while True: value = input("Enter a value (press Enter to stop): ") if value == "": break else: data_values.append(float(value)) # Remaining 1sgfit program code... ``` This program will now read an arbitrary number of input data points and stop when the user presses Enter without supplying any data.

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Key Concepts

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

MATLAB Programming
MATLAB is a high-level programming language and interactive environment used by millions of engineers and scientists worldwide. It provides a variety of tools for problem solving, data analysis, and visualization.
When writing a MATLAB program, one important aspect is familiarizing yourself with its syntax and functions, such as input, which is used to gather user input, and isempty, a function that can help determine if an input array is empty or not.
In the context of the given exercise, MATLAB's flexibility allows you to efficiently handle user inputs, making programs adaptable to user behavior, such as entering an unspecified number of data points. Understanding how to use MATLAB's built-in functions in conjunction with control structures like while loops greatly enhances the program's capability to handle dynamic data.
Handling Arbitrary Input Sizes
When dealing with inputs where the size or the number of data points is not fixed in advance, flexible data structures and control loops become essential.
Using the while loop, as shown in the provided example, allows a MATLAB program to continuously accept user input until a certain condition is met, in this case, an empty input signaling the end of the data entry.
This technique is very helpful when the number of inputs cannot be predetermined, for instance, when the data set is being generated on-the-fly or the end point is user-defined. An array or list is often employed to store these inputs, and it grows dynamically with each new entry, thus efficiently managing arbitrary input sizes.
Using isempty Function
The isempty function in MATLAB is a simple yet powerful tool for checking whether an array has any elements or not. It returns true if the array is empty, which means it has no elements.

Detecting User's Intention to End Input


Specifically in our exercise, isempty is instrumental for detecting when a user decides to stop providing inputs by pressing Enter without entering any values. By strategically placing the function after a prompt for input within a loop, it can break the loop and conclude the data entry phase, thus allowing the program to continue to its next stage. Proper use of isempty ensures that a program doesn't stall or crash due to unpredictable user behavior.
Loop Control Structures
Loop control structures guide the flow of a program's execution, particularly when repeating a set of instructions are necessary until a certain condition is met.
The while loop, one of the fundamental control structures, executes a block of code as long as its condition evaluates to true. This condition gets checked before each iteration, which is why it's perfect for reading input until the user decides to stop.

Ensuring Program Flexibility


The use of while loops for managing user inputs makes MATLAB programs more versatile and interactive. Properly implementing while loops can prevent errors, make the code more readable, and ensure that the program can handle varying scenarios or input sizes.

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Most popular questions from this chapter

Tension on a Cable. A 200-pound object is to be hung from the cnd of a rigid 8 -foot horizontal pole of negligible weight, as shown in Figure 4.5. The pole is attached to a wall by a pivor and is supported by an 8 -foot cable that is attached to the wall at a higher point. The tension os this cable is given by the equation $$ T=\frac{W+k c \cdot l p}{d \sqrt{l p^{2}-d^{2}}} $$ where \(T\) is the tension on the cable, \(W\) is the weight of the object. Ic is the length of the cable, Ip is the length of the pole, and \(d\) is the distance along the pole at which the cable is attached. Write a program to determine the distance \(d\) at which to attach the cable to the pole to minimize the tension on the cable. To do this, the program should calculate the tension on the cable at regular l-foot intervals from \(d=1\) foot to \(d=7\) fect. and should locate the position \(d\) that produces the minimum tens on. Also, the program should plot the tension on the cable as a function of \(d\), with appropriate tities and axis labels.

Mean Time Between Failure Calculations. The reliability of a piece of electronic equipment is usually measured in terms of mean time between failures (MTBF), where MTBF is the average time that the piece of equipment can operate before a failure occurs in it. For large systems containing many pieces of electronic equipment, it is customary to determine the MTBFs of each component and to calculate the overall MTBF of the system from the failure rates of the individual components. If the system is structured like the one shown in Figure 4.6, every component must work in order for the whole system to work, and the overall system MTBF can be calculated as $$ \mathrm{MTBF}_{\mathrm{yy}}=\frac{1}{\frac{1}{\mathrm{MTBF}_{1}}+\frac{1}{\mathrm{MTBF}_{2}}+\ldots+\frac{1}{\mathrm{MTBF}_{n}}} $$ Write a program that reads in the number of series components in a system and the MTBFs for each component, and then calculates the overall MTBF for the system. To test your program, determine the MTBF for a radar system consisting of an antenna subsystem with an MTBF of 2000 hours, a transmitter with an MTBF of 800 hours, a receiver with an MTBF of 3000 hours, and a computer with an MTBF of 5000 hours.

Write an M-file to calculate the factorial function N!, as defined in Example \(4.2\). Be sure to handle the special case of \(0 !\) Also, be sure to report an error if \(\mathrm{N}\) is negative or not an integer.

Write a single program that calculates the arithmetic mean (average), rms average, geometric mean, and harmonic mean for a set of positive numbers. Use any method that you desire to read in the input values. Compare these values for each of the following sets of aumbers. a. \(4,4,4,4,4,4,4\) b. \(4,3,4,5,4,3,5\) c. \(4,1,4,7,4,1,7\) d. \(1,2,3,4,5,6,7\)

Geometric Mean. The geometric mean of a set of numbers \(x_{1}\) through \(x_{n}\) is defined as the \(n\)th root of the product of the numbers $$ \text { geometric mean }=\sqrt[4]{x_{1} x_{2} x_{3} \ldots x_{n}} $$ Write a MATLAB program that will accept an arbitrary number of positive input values and calculate both the arithmetic mean (i.e., the average) and the geometric mean of the numbers. Use a while loop to get the input values and terminate the inputs when a user enters a negative number. Test your program by calculating the average and geometric mean of the four numbers \(10,5,2\), and 5 .

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