Problem

Reflect on the concepts of linear and non-linear systems. What concepts (only the names) did you need to accommodate the concept of linear and non-linear systems in your mind? What are the simplest linear system and non-linear system you can imagine? In your day to day, is there any occurring fact that can be interpreted as linear systems and non-linear systems? What strategy are you using to get the graph of linear systems and non-linear systems? The Learning Journal entry should be a minimum of 400 words and not more than 750 words.

Solution

Step 1 :Reflect on the concepts of linear and non-linear systems. The concepts that I needed to accommodate the concept of linear and non-linear systems in my mind include: Understanding of basic algebra, Understanding of graphs and coordinates, Understanding of the difference between linear and non-linear.

Step 2 :The simplest linear system I can imagine is the equation y = x. This is a straight line that passes through the origin, and it represents a system where the output (y) is directly proportional to the input (x).

Step 3 :The simplest non-linear system I can imagine is the equation y = x^2. This is a parabola that also passes through the origin, and it represents a system where the output (y) is proportional to the square of the input (x).

Step 4 :In my day to day life, there are many examples of linear and non-linear systems. For example, if I save a fixed amount of money every month, that is a linear system. On the other hand, if I invest money and it grows with compound interest, that is a non-linear system.

Step 5 :To get the graph of a linear system, I would plot the equation on a graph, using the coefficients of the equation to determine the slope and y-intercept of the line. For a non-linear system, I would also plot the equation on a graph, but the shape of the graph would depend on the specific form of the equation.

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