Help
|dw:1515723448643:dw|
|dw:1515723457291:dw|
if you feel comfortable it would be a good idea to try the division, let me know if you get stuck
okY i got 4x^2-9x+7+x-2/x^2+x+1
yeah that's what I got too, well done
okay now for the list, if you are still available
@Vocaloid let me know when you are available
the x^2 would cancel out
actually for how many times x^2 goes in to the largest term in the problem,,, it would be 2 right?
To figure out how many times x^2 goes into 4x^4 Simply divide 4x^4 by x^2
4x^2
@Vocaloid
good, so x^2 goes into 4x^4, 4x^2 times this goes on top of the division bar thing
|dw:1515777501526:dw|
|dw:1515777540611:dw|
then simply multiply 4x^2 by (x^2 + x +1) and write the result below the dividend
4x^4+4x^3+4x^2
good, so that goes below the dividend
|dw:1515777843444:dw|
then we subtract these two expressions like so:|dw:1515777861920:dw|
sorry if that's a little messy to figure out how many times x^2 + x + 1 goes into 9x^3 we repeat our reasoning from step 1 9x^3 divided by x^2 = ?
9x
good, so we write that at the top of the problem.
|dw:1515777996222:dw|
then we multiply again like we did in step 2 (-9x) * (x^2 + x + 1) = ?
-9x^3-9x^2-9x
good, now we write that below the problem and subtract again
|dw:1515778123509:dw|
|dw:1515778132581:dw|
again, from step 1, we find out how many times x^2 goes into 7x^2 7x^2 / x^2 = ?
7
good, bring that to the top of the problem (starting to run out of room hold on)
it would be +7 right after 9x
|dw:1515778284803:dw| (i've omitted some steps from before to save time)
then again we multiply 7 * (x^2 + x + 1)
7x^+7x+7
good, and again, we bring that to the bottom
|dw:1515778469990:dw| hm. I think i made a mistake somwhere since the remainder is supposed to be x - 2
hold on
sure
forgot to carry down the 5 sorry ^ that should be the solution
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