find the remainder when p(x)=x^3-6x^2+2x-4 when dividedby 1-2x
i dont remember quite well
what u remember tell that
Please reply, you need to take the initiative to reply because its ur work not mine
or should i tell you what is it
The remainder theorem is based on synthetic division, which is the process of dividing a polynomial f(x) by a polynomial D(x) and finding the remainder.
yes!!!
If p(x) is divided by x-k until a constant remainder R is obtained, then p(k)=R. Proof: p(x) = q(x)(x-k) + R p(k) = q(k)(k-k) + R p(k) = R So -2x + 1 = 0 x = 1/2 p(1/2) = (1/2)^3 - 6(1/2)^2 +2(1/2) - 4 = -35/8 or -4.375
so how to solve this question b'coz the 1st polynomial of the divisor is bigger than that of the dividend . It's confusing
that's the remainder -35/8 or -4.375
can u show it by division method
it would come the same wait
would u write the division please?
wait just 1 minute
If i do the division , it won't fit in the drawing board @amistre64 any suggestions
better to walk you thru the division, instead of writing it out for you
what does it mean?
first row is the poly with all degrees filled in .... second row is the addons starting with 0 third row is multiplication then its just a repetitive process.
ms/mr no name is it so long?
No , it is very simple a intelligent guy like you would be able to do it easily. To represent the division on OS is not possible. So ask your teacher on How to do THE LONG DIVISION OF POLYNOMIALS
I am not a guy.can I WRITE A PHYSICS QUESTION IN THIS REPLY BOX?
3 2 1 0, all degrees are present x^3 -6x^2 +2x -4 starting with 0, we add down the columns, just focusing in the coefficients x^3 -6x^2 +2x -4 0 ---------------------- 1/2 | 1 now we multiply the result by the our 1/2 and add it to the next column x^3 -6x^2 +2x -4 0 1/2 ---------------------- 1/2 | 1 -11/2 and repeat till we get to the end
i cant understand this division it is not simple and of a high level
its just multiplication and addition .....
sorry but..........
See this site and ye will worry no more http://www.wikihow.com/Divide-Polynomials-Using-Synthetic-Division
thank u so much
Read everything don't miss out anything please
If you don't you are always welcome to ask :)
can I ask a physics question?
This is for a method of log division:- (Read both methods) http://www.purplemath.com/modules/polydiv2.htm
Tag me in the physics section , If i can I shall answer
I am new here so i don't know much about this site.
are u a teacher no name
Why ?
then
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