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1.3 Graphs of Functions.

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Presentation on theme: "1.3 Graphs of Functions."— Presentation transcript:

1 1.3 Graphs of Functions

2 Find domain and range using a graph.
Graph f(x) = x2+x +2, then use the graph to find the domain and range of the function. First find f(0), (which is the y-intercept) Now find domain and range using the graph Now make a table: x y

3 First find f(0), (which is the y-intercept)
Graph f(x) = , then use the graph to find the domain and range of the function. First find f(0), (which is the y-intercept) Now find domain and range using the graph Now make a table: x y

4 First find f(0), (which is the y-intercept)
Graph f(x) = , then use the graph to find the domain and range of the function. First find f(0), (which is the y-intercept) Now find domain and range using the graph Now make a table: x y

5 First find f(0), (which is the y-intercept)
Graph f(x) = | 2x+1|, then use the graph to find the domain and range of the function. First find f(0), (which is the y-intercept) Now find domain and range using the graph Now make a table: x y

6 Graph f(x) = ,then use the graph to find the
domain and range of the function. First find f(0), (which is the y-intercept) Now find domain and range using the graph Now make a table: x y

7 Even and Odd functions A function is even if f(-x)=f(x) A function is odd if f(-x)=-f(x) 1. Example: Show that f(x)=x6 -2x2+3 is even, odd or neither. 2. Example: Show that f(x)=x3-5 is even, odd or neither. 3. Example: Show that f(x)=x5 -2x is even, odd or neither. 4. b)Now find a second point on the graph of an odd function given (-1,3) is on the graph of the function. 4. a)Find a second point on the graph of an even function given (-1,3) is on the graph of the function.


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