Someone care to check me on this?

a=3
b=4
c=2

write out the quadratic formula using these values. Write answer as a complex number using the notation a+/- bi.

I got -4i+/-√ 2/3.

Is this the correct answer, and is it written in the right form??

Question

Someone care to check me on this?

a=3
b=4
c=2

write out the quadratic formula using these values. Write answer as a complex number using the notation a+/- bi.

I got -4i+/-√ 2/3.

Is this the correct answer, and is it written in the right form??

ness9630 · Answer

Check it again..

yttrium · Answer

How did you did the process @supernerd ?
It's just mere substitution.

anonymous · Answer

I tried it again and got the same answer. I plugged it all into the quadratic formula: -b√ -b^2-4(a)(c)/2(a). D; @Ness9630 @Yttrium

ness9630 · Answer

Does latex work yet?

yttrium · Answer

a=3, b=4, c=2

[-4 +/- sqrt (16-24)]/6
Hence, -4/6 +/- 2(sqrt2)i/6
Therefore, -2/3 +/- sqrt2i/6
Check this out.

anonymous · Answer

Is that our final answer or do we simplify that? :3

yttrium · Answer

It is already simplified tho.

unklerhaukus · Answer

there is a small mistake on your third line @Yttrium

yttrium · Answer

Oh I see. 
Correction: Therefore, -2/3 +/- sqrt2i/3

ness9630 · Answer

^That's better. 
I think it'd be better to have the i infront of the radical tho.

yttrium · Answer

-2/3 +/- i sqrt(2)/3