For this SLP I want you to create a system of linear equations from your own life, it can be an extension of your module 2 SLP or something new entirely. Keep in mind that a system of linear
equations will consist of two equations using the same variables and the variables will represent the same thing for both equations, i.e., if you use X as a variable in the first equation and X represents a number of Beers then you need to use X in the second equation and it needs to represent number of Beers in the second equation. Create your system of linear equations then write a brief paper describing the system. Is this a consistent system or inconsistent system? Submit your assignment to CourseNet by the module\’s due date.
The equations from my life are
200X + 400Y = 800 —– (i)
280X + 140Y = 700 —- (ii)
These equation describe the number of shares that are own by me and my friend in the stock market. I own 200 shares of Jubilee Insurance and 400 shares Adam Corporation giving a total worth of $800 dollars Hence equation (i) represent my shares in the market. My friend own 280 shares of Jubilee Insurance and 140 shares of Adam Corporation, giving a total worth of $700. This is represented by equation (ii). This system of equation is consistent as both equations can be solved to find out the value of Jubilee Insurance (X) and Adam Corporation shares (Y). Since the values of both X and Y are same in both equations, it means that if values of X or Y goes up or down , the values of both equations gets affected. In other words, if the market value of shares changes, then it affects the worth of shares owned by both me and my friend (Purple Math, 2010)
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