QUADRATIC EQUATION HELP! -Z^2=-2Z-35 I know how to put them in the formulat x=-b+-[b2-4ac/2a the problem is after i do about 2 step into it i get completely lost. (stupid variable) z confuses me. please help!
\[-z^2=-2z-35\]
quadratic formula
change z to x; the variable really doesnt care what it looks like :)
\[-x^2=-2x-35\] now put it into the proper format; get it all to one side \[0=x^2-2x-35\] now you can easily see your abc stuff
ok. so this is what i have x=-(-2)+-\[_(-2)-+\sqrt{(-2)^{2}-4z(140)}/2x\]
\[x=2+-\sqrt{9-4x(140}/2x\]
wait i have something wrong. its -4 not 9
there are no "variables" in the quad formula, they all get filled in by the proper coefficients \[\frac{(-2)\pm\sqrt{(-2)^{2}-4(1)(35)}}{2(1)}\]
oooohhhhhhh ok! now i get it! i know how to do the rest! thank you!
:) good luck
one question though
wouldnt the 35 be negative?
it would, and i also missed the negative sign on the "b" in front. good eye
yes. either way. i know what i amo doing now. =) i appreciate the help! thanks a lot!
yw
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