Free Scripting-and-Programming-Foundations Exam Braindumps
WGU Scripting and Programming Foundations Questions 21–25 (page: 6)

Updated On: 11-Feb-2026

Which phase of a Waterfall approach defines specifics on how to build a program?

  1. Design
  2. Testing
  3. Analysis
  4. Implementation

Answer(s): A

Explanation:

Comprehensive and Detailed Explanation From Exact Extract:

The Waterfall methodology is a linear, sequential approach with phases including requirements analysis, design, implementation, testing, and maintenance. According to foundational programming principles (e.g., Certiport Scripting and Programming Foundations Study Guide), the design phase is where the specifics of how to build the program are defined, including system architecture, modules, and technical specifications.

Waterfall Phases Overview:

Analysis: Defines what the program should do (requirements, e.g., user needs or system goals).

Design: Defines how the program will be built (e.g., architecture, data models, function specifications).

Implementation: Writes the code based on the design.

Testing: Verifies the program meets requirements.

Option A: "Design." This is correct. The design phase produces detailed plans, such as system architecture, database schemas, and function or object specifications, outlining how the program will be constructed. For example, it might specify a function like calculateScore() or a class like User.

Option B: "Testing." This is incorrect. Testing verifies the implemented program, not the planning of how to build it.

Option C: "Analysis." This is incorrect. Analysis focuses on gathering requirements (what the program should do), not technical specifics of implementation.

Option D: "Implementation." This is incorrect. Implementation involves coding the program based on the design's specifics, not defining them.

Certiport Scripting and Programming Foundations Study Guide (Section on Waterfall Methodology).

Sommerville, I., Software Engineering, 10th Edition (Chapter 2: Waterfall Model).

Pressman, R.S., Software Engineering: A Practitioner's Approach, 8th Edition (Waterfall Design Phase).



Which expression evaluates to 14 if integer y = 13?

  1. 11 + y % 5
  2. 11 - y / 5.0
  3. (11 + y) % 5
  4. 11.0 - y / 5

Answer(s): A

Explanation:

To find an expression that evaluates to 14 when y = 13, let's evaluate each option:

A . 11 + y % 5: The modulo operation (%) gives the remainder after division. For y = 13, 13 % 5 equals
3. Adding 11 to 3 results in 14, so this expression is correct.

B . 11 - y / 5.0: Dividing 13 by 5.0 gives 2.6. Subtracting 2.6 from 11 does not yield 14, so this expression is incorrect.

C . (11 + y) % 5: Adding 11 to 13 results in 24. Taking the modulo of 24 with 5 gives 4, which is not equal to 14. Therefore, this expression is incorrect.

D . 11.0 - y / 5: Dividing 13 by 5 gives 2.6. Subtracting 2.6 from 11.0 does not yield 14, so this expression is incorrect.

The correct expression is A. 11 + y % 5.


Reference:

Prealgebra: Simplifying and Evaluating Expressions With Integers

MathPapa: Evaluating Expressions Using Algebra Calculator

GeeksforGeeks: Expression Evaluation



What is a string?

  1. A built-in method
  2. A very precise sequence of steps
  3. A sequence of characters
  4. A name that refers to a value

Answer(s): C

Explanation:

In the context of programming, a string is traditionally understood as a sequence of characters. It can include letters, digits, symbols, and spaces, and is typically enclosed in quotation marks within the source code. For instance, "Hello, World!" is a string. Strings are used to store and manipulate text-based information, such as user input, messages, and textual data within a program. They are one of the fundamental data types in programming and are essential for building software that interacts with users or handles textual content.


Reference:

Coderslang: Become a Software Engineer1

Wikipedia2

Programming Fundamentals3

TechTerms4



What does a function definition consist of?

  1. The function's name, inputs, outputs, and statements
  2. A list of all other functions that call the function
  3. An invocation of a function's name
  4. The function's argument values

Answer(s): A

Explanation:

Comprehensive and Detailed Explanation From Exact Extract:

A function definition specifies how a function operates, including its name, parameters (inputs), return type or values (outputs), and the statements it executes. According to foundational programming principles, a function definition is distinct from a function call or its usage.

Option A: "The function's name, inputs, outputs, and statements." This is correct. A function definition includes:

Name (e.g., myFunction).

Inputs (parameters, e.g., int x, int y).

Outputs (return type or value, e.g., int or return x + y).

Statements (body, e.g., { return x + y; } in C).For example, in Python: def add(x, y): return x + y.

Option B: "A list of all other functions that call the function." This is incorrect. A function definition does not track or include its callers; it defines the function's behavior.

Option C: "An invocation of a function's name." This is incorrect. An invocation (call) is when the function is used (e.g., add(2, 3)), not its definition.

Option D: "The function's argument values." This is incorrect. Argument values are provided during a function call, not in the definition, which specifies parameters (placeholders).

Certiport Scripting and Programming Foundations Study Guide (Section on Function Definitions).

Python Documentation: "Defining Functions"
(https://docs.python.org/3/tutorial/controlflow.html#defining-functions).

W3Schools: "C Function Definitions" (https://www.w3schools.com/c/c_functions.php).



The steps in an algorithm to calculate the positive difference in two given values, x and y, are given in no particular order:



What is the first step of the algorithm?

  1. Set Diff = x - y
  2. Put Diff to output
  3. Deduce variable Diff
  4. If y > x, set Diff = y - x.

Answer(s): C

Explanation:

The first step in the algorithm to calculate the positive difference between two given values, x and y, is to declare the variable Diff. This is essential as it initializes the variable that will be used to store the calculated difference between x and y. The subsequent steps involve conditional statements and arithmetic operations that utilize this declared variable to compute and store the positive difference.


Reference:

N/A (as per image provided)

The image shows steps of an algorithm listed in no particular order for calculating the positive difference between two values, making it relevant for understanding or teaching algorithmic logic and sequence.



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