Question

Consider the following expression:
m^3+3m^2-2m+24
_____________________
m^2-m+5
Divide the polynomial in the numerator by the trinomial in the denomiator

Answer 1

do u want me to show you the division?

Answer 2

please... i dont understand these at all

Answer 3

its a bit messy to type thats why i avoided it!!

Answer 4

here goes:

Answer 5

m + 4
------------------ first divide m^2 into m^3
m^2-m+5 ) m^3+3m^2-2m+24
m^3 - m^2 +5m multiplying m^2 - m + 5 by m
--------------
4m^2 - 7m +24 subtracting & then bringing down the + 24
4m^2 -4m + 20 multiplyimg m^2 - m + 5 by 4
---------------
-3m + 4 subtracting

so -3m + 4 is the remainder
quotient is m + 4

this takes some practice before you 'get it'.

Answer 6

so it should be wrote: -3m+4
_________
m+4
is this right?

Answer 7

no it can be written a m + 4 + remainder / m^2-m+5
ie m+4 + (-3m+4) / (m^2-m+5)

Answer 8

if u practice these divisions u will will get them - i know they are not easy though
heres one to try x^2 - 5x + 7 divided by x - 1. good luck

Answer 9

i just posted another one...