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Solve the radical equation, check for extraneous solutions
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\[(3n+2)^{1/3}+1=0\] So far I got \](3n+2)^{1/3}=-1\]
Oof...
\][(3n+2)^{1/3}=-1\]
UGHHHH
\[(3n+2)^{1/3}=-1\]
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haha yup
what do you think should be the next step?
\[^{3}\]
yup!
\[(3n+2)=-3/]
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hmm (-1)^3 = (-1)*(-1)*(-1) = ?
Iām going to kill myself... \[(3n+28=-3\]
Ooooof... so... -1?
haha yeah
Add 2?
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3n + 2 = -1 so far right?
Yes, with ā()ā around 3n+2
ok so we want to solve for n that means we should subtract 2 right?
Correct. So \[3n=-3\] Or \[n=-1\]
perfect ^_^
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