Fool's problem of the day, Find the value of \( x^4 +9x^3+35x^2-x+4\) for \( x = -5+2\sqrt{-4}\)
Ishaan I am expecting an answer of you :)
umm yeah, I am trying to find an easier, smart and quick way to do it.
well of-course, the standard substation is not feasible without electronic aid.
this is embarassing it seems so easy
I agree ishaan :D
Here comes mighty asnaseer!
isn't this just a simple substitution of \(x=-5+4i\) into the above equation?
Yes asnaseer but that would be messy/tedious isn't ?
the equation could be rearranged to:\[x(x(x(x+9)+35)-1)+4\]to simplify the calculations
or maybe find some rearrangement to get terms involving:\[x(x-8i)=(-5+4i)(-5-4i)=25+16=41\]
You did it again asnaseer! :)
I did? I know the answer but I am trying to see how I can make use of my last idea?
160 but this was so embarassing for me :-/
-160
I like this one \( x(x(x(x+9)+35)-1)+4 \)
thats the one I used.
I thought maybe \(x(x-8i)\) might be useable somehow but can't see how.
I can't either.
:) phew! - so you ARE mortal :D
lol, you may never know :P
Today is a bad day for me, example : http://openstudy.com/users/foolformath#/updates/4f367ecde4b0fc0c1a0ce793
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