how do i do synthetic division
its quite simple, you got an example?
i do not
its important the your poly is "all filled in" meaning that you include all the x^n parts in succession. \[x^4+x^2+1\to\ x^4+0x^3+x^2+0x^1+1\]
the rest is just adding and multiplying ....
there are different setups, and you should pick something that suits you ... quite frankly, if you keep your poly intact it works the same way ...
i have an example hold on
2x^3+3x^2-x-2 divided by x-2
3,2,1,0 its powers are in order, so we aint got to fill in any spots. the value of x that zeros out the divide by part is something we will use; x=2 makes that go zero now for the setup
poly here 0 add this row ------------- root ) multiply by this row
2x^3 + 3x^2 - x - 2 0 4 14 26 -------------------- 2 ) 2 7 13 24 drop a level on your power to create 2x^2 +7x +13 + 24/(x-2)
i didnt understnd any of that :(
im sure you have questions about it, it would be better if yo actually asked them instead of relying upon me to read your mind :)
basically i dont understand words in an explanation i need to know more what numbers need to go where and do what
thats what i outlined here to the best of my ability poly here 0 add this row ------------- root ) multiply by this row
whats a poly what 0 what root?
i dont understand math terms
a poly is a polynomial; that equation with all the powers of x in it
0 is just the starting value you add to get the ball rolling the root is what i defined as being the zero of the divide by portion
x-2 = 0 ; x= 2 makes this zero. so the root is 2
2x^3 + 3x^2 - x - 2 <-- this was your poly 0 4 14 26 <-- these values you add to the polys number term -------------------- 2 ) 2 7 13 24 <-- these values you multiply the root by ^ this is the root
2+0 = 2 2*2 = 4 3+4 = 7 2*7 = 14 -1+14 = 13 2*13 = 26 -2+26 = 24
thank you for trying to help but i give up :(
'sok :) good luck
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