13 - Overview of Systems of Linear Equations (Simultaneous Equations & Systems of Equations)

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In this lesson we will discuss what a system of simultaneous equations looks like and what the physical solution means.
We will motivate the discussion by graphing the solution to the system, but will also discuss how adding the equations or performing a substitution can also lead to the correct solution.

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[@milanpatels]

Thank you Gentleman for sharing this video. It really Helps the way you understand Maths, it made so easier to solve the problems. However I have a Question ; when you put a equation on board ( x + 2y = 8, x + 2y = 1) at 17:04, instead of solving for "Y" could you have solve for "X" ? Because I watched other videos and they said to solve Simultaneous Equations.., Select Variable which has a coefficient of 1 or Negative 1.

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Is anyone available to help with a couple things I’m still not understanding how to jot them down

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[@swadeshtaneja3512]

I am confused because minus half you plotted as plus half

[@wodeyaeric5351]

Just watch over and over. Otherwise,I doubt whether there is a better way of deciphering simulateneou equations the way he has done it here.

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So handy

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