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1300_section2o7

# 1300_section2o7 - 1 State whether the given graph is a...

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1 Section 2.7 - Functions and Graphs Definition: The graph of a function f is the set of all points ( x , y ) in the coordinate plane where the x -coordinates are the elements of the domain of f and where the y -coordinates are given by ) ( x f y = . A function can have exactly (only) one y -value, called f ( x ), per x -value. One way to test a relation to see if it is a function is by using the vertical line test. That is, a vertical line can intersect a graph of a function at most once. If a vertical line intersects a given graph more than once, then the graph does NOT belong to a function.

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Unformatted text preview: 1. State whether the given graph is a function. 2 2. Sketch the graph of 2 x y = . What is the domain? 3. Sketch the graph of x y = . What is the domain? 4. Graph the set of points {(-1, -3), (-2, 3), (3, 1), (3, 2), (0, 2)}. Determine whether the set of points represents a function. 3 5. Given the following graph, find: Domain: Range: =-) 3 ( f = ) ( f = ) 1 ( f = ) 2 ( f = ) 3 ( f 6. Given the following graph, find: Domain: Range: ) 4 (-f =-) 3 ( f =-) 1 ( f = ) 1 ( f = ) 2 ( f = ) 4 ( f = ) ( f...
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1300_section2o7 - 1 State whether the given graph is a...

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