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graph and label the intercepts. y=x^3+2. I know the y intercept is 2
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x intercept solve \[0=x^3+2\] \[x^3=-2\] \[x=\sqrt[3]{-2}\]
looks just like the graph of \[y=x^3\] only raised up two units
okay, thats what i had i just wanted to be sure it was right, it just looked weird and i wasn't positive about it having the negative under the radical
oh but it is a "cubed root" not a square root
a perfectly good real number. for example \[\sqrt[3]{-8}=-2\]
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only even roots cant have negatives right?
exactly!
thanks
the answer is= spam!!!
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