'Left 3 units' diaporamas de présentation

Section 1.6 Transformation of Functions

Section 1.6 Transformation of Functions. Graphs of Common Functions. Reciprocal Function. Vertical Shifts. Vertical Shifts. Example. Use the graph of f(x)=|x| to obtain g(x)=|x|-2. Horizontal Shifts. Horizontal Shifts. Example. Use the graph of f(x)=x 2 to obtain g(x)=(x+1) 2.

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Do Now

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Graphing Absolute Value Equations

Graphing Absolute Value Equations. Absolute Value Equation. A V - shaped graph that points upward or downward is the graph of an absolute value equation. Translation

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Graphing Absolute Value Equations

Graphing Absolute Value Equations. Absolute Value Equation. A V - shaped graph that points upward or downward is the graph of an absolute value equation. Translation

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Section 3.5 Transformations

Vertical Shifts (up or down). Graph, given f ( x ) = x 2. Section 3.5 Transformations. Every point shifts up 2 squares. Every point shifts down 4 squares. Horizontal Shifts (left or right). Graph, given f ( x ) = x 2. Section 3.5 Transformations. Every point shifts left 2 squares.

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Translations

Translations . Sliding Congruent Figures. Vocabulary. Transformation Translation Reflection Rotation Image. A change of position, shape, or size of a figure Sliding a figure Flipping a figure Turning a figure The figure you get after a transformation. A Couple things!. NOTATION.

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Write equation or Describe Transformation

Write equation or Describe Transformation. Write the effect on the graph of the parent function. 1. down 1 unit. Stretch by a factor of 2. 2. right 1 unit. Compressed by a factor of. 3. left 5units. up 4 units. Write the effect on the graph of the parent function. 4.

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