How Can I Accurately Graph f(x)=sin^2*x and Understand Its Symmetry?

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To accurately graph the function f(x) = sin²(x), users can utilize online graphing tools like Rechneronline to visualize it. The discussion emphasizes the importance of understanding the function's properties, including domain, range, symmetry, and intercepts. Users are encouraged to identify these characteristics from the graph, which can be observed visually. The conversation highlights a need for guidance on defining and finding these properties. Understanding these aspects is crucial for a comprehensive grasp of the function's behavior.
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I'm trying to get the correct graph for this function off the computer. Can you please guide me to where I could get it and print it??
 
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sin2x=(1-cos2x)/2.

Does this help?
 
You seem to want a picture of the graph, here is one.

http://img40.imageshack.us/img40/6459/graphsinx.png
 
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It would really help if you could give me these properties for this function.

Highlight all the properties: domain, range, maximum or minimum, lines of symmetry, restrictions, x-intercepts(zeros), y-intercepts.
 
What properties are you unable to find yourself?
 
I am unable to find any of them. A little guide on how to get them would be good.
 
You should be able to see the lines of symmetry while looking at the picture. What is the definition of a function's domain/range?
 

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