Solve the equation.
\[3x ^{2}+81=0\]
Would I simplify it and make the two binomials equal 0 and solve for x?
You want to isolate x^2 to one side
then take the square root of both sides
make sure you divide off the coefficient on x^2, of course
soo wait..
yup and remember square root gives a positive and negative answer
1. Divide by 3 on both sides. 2) subtract 81 to both sides 3)Square root both sides Is that right?
yes
actually that wouldn't work square root of a negative
can't take root of -81/3
but if it's a square root of a negative wouldn't it be an imaginary number?
well you can.... but you know what i mean
factor out i.
in calculus you dont use unreal answers
I'm in Algebra 2/Trig..? does it matter? Jw..
Well, considering your last question involved imaginary numbers, I imagine that is what you're looking for
yes it is..
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