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FUNCTIONS.

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Presentation on theme: "FUNCTIONS."— Presentation transcript:

1 FUNCTIONS

2 Identifying a Function by Graphing
If the relation is a function, then any vertical line passes through ONLY 1 point on the graph. If you can find a vertical line that passes through two points on the graph, then the relation is not a function. This is called the vertical line test.

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4 What is a “function”? Domain…the numbers you plug in (the x values)
Range….the results (the y values) For each member of the domain, there is exactly one member in the range. Therefore, domain numbers CANNOT be repeated, but range numbers CAN be repeated.

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6 Identify the domain and range values
Identify the domain and range values. Then tell whether the relation is a function. (0,1) (1,2) (2,2) (3,4) (0,0) (-1,0) (0,-1) (-1,-1)

7 Identify the domain and range values
Identify the domain and range values. Then tell whether the relation is a function. (-2,3) (2,2) (2,-2) (-5,-4) (0,-4) (5,-4)

8 Water Pressure (lbs/ft2)
The table shows the water pressure as a scuba diver descends. A.) Do these data represent a function? Explain. B.) Describe how water pressure is related to depth. Depth (ft) Water Pressure (lbs/ft2) 1 62.4 2 124.8 3 187.2 4 249.6

9 Classwork: textbook p.361 #1-8

10 HOMEWORK textbook p. 361 #10-24 evens
HOMEWORK textbook p.361 #10-24 evens *Use the explanation (blue sentences under the table of values) on p.359 as to why or why not the ordered pairs are a function.


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