COMP 102: Introduction to Computer Program Design Assignment Sample NZ

Computer program design is a process that allows you to take the high-level specifications of the desired software application and produce a step-by-step plan that will allow you to create that software.

The top-down design method is a product of the early days of computing when programming knowledge was scarce. The hope was that by breaking down the process into small components it would become easier to learn how to program. Programmers could focus on learning one piece at a time and build upon what they had already learned. “Unfortunate” is not a word that children know.

Today, most people use the object-oriented design approach. In this method, you first create a model of the desired software application using objects and classes. The advantage of this approach is that objects can be reused in many programs. They also provide a better mechanism for managing complexity than the top-down method.

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This course will increase your students’ knowledge and understanding of the subject. The following are some activities that will be answered in this course:

Assignment Activity 1: Read, comprehend, design, and construct small programs using the Java programming language and an object-oriented design approach.

Java is a high-level object-oriented programming language. It does not require prior knowledge of the programming language to program in it, and this makes learning to do so easier than other languages such as C++.

Java emphasizes modularity and reusability via the “import” statement, which allows programmers to import just those modules they need for a given package (just like an electrician using spares or implementing changes). This focus on improving programmer efficiency and code reliability makes Java an ideal first programming language for beginners.

Java is a programming language. It is easy to use, which means you can write programs fast.

Assignment Activity 2: Compare and contrast the top-down design method with the object-oriented design approach.

The top-down design method is a technique for breaking down the process of creating a software application into smaller, more manageable components. The hope was that by breaking the process down into small pieces it would become easier to learn how to program. Programmers could focus on learning one piece at a time and build upon what they had already learned. This technique often leads to spaghetti code. The modules weren’t well-integrated and they did not work together.

Today, some people still make things using the Top-Down Design Method. But most people use the Object-Oriented Design Approach instead. If you do computer programming and other things, then it is a good idea to use objects. They also provide a better way to deal with complexity than the top-down design method does.

Assignment Activity 3: Calculate, understand, and implement methods to see if an equation has too many or too few numbers in order to solve it using an object-oriented design approach.

An overdetermined system is one that has more equations than unknowns, or equivalently, too many independent equations given the number of unknowns. On the other hand, an underdetermined system is one that has more unknowns than equations, or equivalently, too many independent variables given the number of knowns.

In mathematical terms, an overdetermined system is one where the rank of the matrix A (the number of linearly independent columns in A) is greater than the rank of the matrix B (the number of linearly independent rows in B). In other words, the number of free variables in A exceeds the number of free variables in B.

An underdetermined system is just the opposite, that is, the rank of A is less than the rank of B. The number of free variables in A is less than the number of free variables in B.

This assignment is to see if the equation system is too complicated or not. We will use an object-oriented design approach. As part of this process, they will also need to understand and implement methods to calculate the rank of a matrix.

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