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Describe WHY this was your favorite lesson in at least 3 sentences. (don’t just say because it was easy that’s why you liked that lesson). Upload a picture of that lesson from your notebook.

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Answer the essential question from your favorite lesson (3 or more sentences).  Include a visual from internet that relates to it.

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Describe in 3 or more sentences how a topic in this chapter can be applied to the real world.  Include a visual from the internet that relates to it!

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This lesson helped me remember how to graph. The lesson helped me find out how many solutions a certain graph has. The graphing was fun.

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You need to find the equations. Determine where it needs to go in the y-intercept. Figure out how many solutions it has.

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This can be applied in the real world by teaching it as a teacher. It can also be used in business. It can also be used in a visual presentation.

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This was my favorite lesson because some of the questions had different numbers of solutions. It had answers in decimal form. Graphing also determined how many solutions it had.

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I know there can be 0-2 solutions. If the equation had a 0 there would only be one solution. If the equation had just a - it'll 0 but if it had both - and + it'll have 2 solutions.

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You can teach this to other people. It could determine if graphs have more or less than 1 solution. The equation can be used for more complicated problems.

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This is one of my favorite lessons because plugging in the equations to get the graph right was fun. The challenges were a bit difficult but that is what made it fun. I also liked how it transfers well on paper.

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You can shift up and down with (x-?)^2-4 or a (x-?)^2+4. You can also shift it left and right with (x-?)^2 or (x+?)^2. To stretch it you'd add a 0.? at the beginning.

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This can be applied in the real world in many ways. It can be used to visualize a graph. It can also be used to determine a position of a graph.