Y= x2⁄3 how would u graph this

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To graph the function y = x^(2/3) without a calculator, one can use first and second derivative tests to determine the general shape of the graph. Plotting a few key points will help illustrate the curve's behavior. The function is even, indicating symmetry about the y-axis. The graph approaches the origin but does not have a defined slope at that point. Understanding these characteristics will aid in accurately sketching the graph.
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y= x2⁄3
how would u graph this weird question without using a calculator?
 
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rachael said:
y= x2⁄3
how would u graph this weird question without using a calculator?

Is that supposed to be x2/3? You could do the first and second derivative tests to get a general shape of the graph and then maybe plot a few points.
 
What is the graph of a function rachael?
 

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