'Vertical shrink' presentation slideshows

Lesson 4-4

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Unit 1B quadratics

Unit 1B quadratics. Day 4. Graphing a Quadratic Function. EQ: How do we graph a quadratic function and identify all of its characteristics?. M2 Unit 1B: Day 4. Lesson 3.1B. Today, we are going to begin by reviewing what we have learned about graphing quadratics so far.

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Lesson 6.5 , For use with pages 446-451

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SECTION 1.5

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Shifts & Types of Functions Review

Shifts & Types of Functions Review. Consider the function g(x) = |x + 3| -5. What transformations change the parent function f(x) = |x| to g(x)?. Right 3, Up 5 Right 3, Down 5 Left 3, Up 5 Left 3, Down 5. [Default] [MC Any] [MC All].

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2.3 Stretching, Shrinking, and Reflecting Graphs

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1.4 Shifts, Reflections, and Stretches

1.4 Shifts, Reflections, and Stretches. 6 Common parent functions. Constant linear absolute value Quadratic cubic square root. Vertical and horizontal shifts. The following changes in the functions y=f(x) will produce the stated shifts in the graph of y=f(x):

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Vocabulary

1.9. Graph Absolute Value Functions. Vocabulary. The distance to 0 on the number line. Absolute value. Transformations of the parent function f ( x ) = | x |. Absolute value Function. 1.9. Graph Absolute Value Functions. Graph of the Parent Function For Absolute Value Functions.

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EXAMPLE 1

x. x. ?. ?. Graph y = ,and state the domain and range. Compare the graph with the graph of y = . Make a table of values and sketch the graph. 1. 2. EXAMPLE 1. Graph a square root function. SOLUTION. x. x. ?. ?. The radicand of a square root must be nonnegative.

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Graphing Rational Functions Through Transformations

Graphing Rational Functions Through Transformations. Rational parent function. Vertical and horizontal shifts. The following changes in the functions y=f(x) will produce the stated shifts in the graph of y=f(x): H(x)=f( x-c ) horizontal shift c units to the right

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Section 1.3

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Power Functions (part 1)

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