#polynom
82 messages · Page 1 of 1 (latest)
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If you're happy with the help you got here, and the server overall, you can contribute financially as well:
p(-3) = -3a-b = 2
p(2) = 2a+b = -7
a = 5
b = -17
but apparantly it's wrong because
a. 10
b. 4
c .-6
d. -11
e. -26
5 - 17 = -12
i hope you used the remainder theorem?
also, show your work so i can get a clearer picture of what’s going on
also, what does “the factor is 2” mean?
factor is (x-2)
which one
you mean, a different factor of the same polynomial
okay
there's js 1 factor
my work:
p(-3) = -3a-b = 2
p(2) = 2a+b = -7
a = 5
b = -17
that's it
the one that states the remainder of division for a factor (x-c) is equal to p(c) where p is the given polynomial
so you’re saying that -54+9a-3b-2=-50, but where did the f(2) part come from?
what?
if you don’t, either revisit it or take a break
it’s a bit clearer for me now, i guess.
f(2)=0 since it is a factor.
revisit?
no bro i'm trying to understand math
ohhhhhhhh
so how did you calculate those formulae originally if you were confused on what you were doing?
js trying random things
don’t...do that
that's me rn
anyways, yes
yeah.
yeah..
just wanted to make sure you understand what you were doing since you were confused
okayy
i understand the f(2) thingy
like
how to put the numbers in
but idk what to do next
use this, i know what you did wrong
let me see.
don't mind the 9a² it's supposed to be 9a
is your work on the left or right side?
dark matter
yes
OOOOOOOOOOOOPSSSSSSSSS
i was so sleepy yest i had been up since 3 am and i was doing it at 4pm
i forgot it's ² and not ³
👍
i’ll be eating now, ping me if you have questions
hey can u help me on this @icy wadi
i went to sleep, sorry.
that's fine, i still don't know the right answer tho
okay.
for a cubic in the form f(x)=(x-a)^3+b we have that (a,b) is the inflection point of the graph
try to associate it with what you have
@strong flame
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