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OpenStudy (anonymous):
what value of k will x+1 be a factor of x^13-2x^7+3x+k?
do i have to divide it out? or is there an easier way?
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OpenStudy (anonymous):
synthetic division maybe
OpenStudy (anonymous):
or actually no there is an easier way
OpenStudy (dan815):
sub -1 and see wat k works
OpenStudy (anonymous):
if \(x+1\) is a factor, then \(-1\) is a zero
replace \(x\) by \(-1\) set the result equal to zero, solve for \(k\)
OpenStudy (anonymous):
what @dan815 said
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OpenStudy (anonymous):
so um x^13-2x^7+3x+k=0
and x is -1 right!?
OpenStudy (dan815):
hey i think u must understand what a factor really means
OpenStudy (dan815):
basically for x+1 to be a factor it means
(x+1)*(something)= x^13-2x^7+3x+k
OpenStudy (dan815):
so if x=-1 then (x+1) this bracket will be = 0
so the whole expression will be 0 and similarily the right side = 0
OpenStudy (dan815):
so yes now you can say when -1 then x^13-2x^7+3x+k =0 and see which value for k works
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OpenStudy (anonymous):
oh yeah alright! i understand now! thanks a lot!
OpenStudy (dan815):
yep you are welcome! see you
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