solve 3x2 + x = 6?
is it 3x^2 + x = 6?
yes
yes i believe you have set up the equation wrong
use factoring method..
have you learned that method yet ?
nope
how about quadratic equation.. are you by any chance familiar with that..?
http://www.germanna.edu/tutor/Handouts/Math/Factoring_Methods.pdf please look here this is fractoring method :)
quadratic formula rather
and the third option is to complete the square \(3x^2+x=6\) factor out the 3 \(3(x^2+\frac{x}{3})=6\) we look at the first degree term (\(\frac{x}{3}\)) Divide this term by 2 and then do the following \(3(x+\frac{1}{3*2})^2=6+3*(\frac{1}{3*2})^2\) now you can simplify the right hand side, and then divide away the 3 on the left, square root both sides, and solve for x/
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