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Graph y=^3 sqrt x-5-1
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\(\large {\textit{parent function}\implies \sqrt[3]{x}\\ \quad \\ \begin{array}{rllll} y=\sqrt[3]{x-5}&-1\\ \uparrow\ &\uparrow\\ \textit{horizontal shift}&\ \ \textit{vertical shift} \end{array}}\)
What??? I cant read that?
\[y=\sqrt[3]{x-5}-1\]
Is that your problem?
yes
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\[y=\sqrt[3]{x}\] Can you graph that?
No I don't know how?
Consider x=0, If x = 0 what is y?
\[y=\sqrt[3]{0}\]
Y=3?
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Do you know that extracting the third root and raising to the third power are inverse operations?
Yes I know I just don't know how to graph it
For example: \[\sqrt[3]{8}= 2 \because (2)^3=8\]
So you don't know how to graph ordered pairs or what?
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