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1) Why is the origin the most important point on every graph? 2) What are THREE different ways you can get from the origin to point “P”?

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Presentation on theme: "1) Why is the origin the most important point on every graph? 2) What are THREE different ways you can get from the origin to point “P”?"— Presentation transcript:

1 1) Why is the origin the most important point on every graph? 2) What are THREE different ways you can get from the origin to point “P”?

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3 7/9/2013

4  Why does the coordinate plane exist?  Units of Distance  Origin  Orientation of Axes

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7  http://www.youtube.com/watch?v=iXuKUy- J4qM http://www.youtube.com/watch?v=iXuKUy- J4qM  That means get your calculators ready.

8 xf(x) -2 0 1 2

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13 xf(x) -2 0 1 2

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20  P. 266 #1-6  #17-22  #33-36  #45-46

21  Outside of math, what is a reflection?

22 xf(x) -2 0 1 2

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28 xf(x) -2 0 1 2

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33  Write an equation for the following graph:  Parent Function: Linear  Reflection over x-axis  Vertical Shrink of ½  Horizontal Shift 1 to the right  Vertical Shift 3 up

34  Write an equation for the following graph:  Parent Function: Quadratic  Vertical Stretch of 2  Horizontal Shift 3 to the left  Vertical Shift 7 down

35  Write an equation for the following graph:  Parent Function: Cube Root  Reflection over x-axis  Vertical Stretch of 4  Vertical Shift 1 up

36  P. 266-267 1-118 odd  Graph Every 3 rd Problem  P. 269 #147-148

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38  Good luck!


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