Question

divide and check (36t^6-27t^5-9t^20/(-9t^2)

Answer 1

Is this your equation? \[\frac{36t^6-27t^5-9t^{20}}{-9t^2}\]

Answer 2

yes

Answer 3

wait -9t^2 not 9t^20

Answer 4

ok then this?\[\frac{36t^6-27t^5-9t^{2}}{-9t^2}\]

Answer 5

\[\frac{36t^6-27t^5-9t^{2}}{-9t^2}=\frac{36t^6}{-9t^2}+\frac{-27t^5}{-9t^2}+\frac{-9t^2}{-9t^2}\] can you simplify this?

Answer 6

yes

Answer 7

yes

Answer 8

So what do you get for the simplified version?

Answer 9

4t^3+3t^2+1t^1
then 74
i think

Answer 10

is this correct

Answer 11

It isn't what I got. \[\frac{36t^6}{-9t^2}=-4t^4\] I'm not sure how you got \[4t^3\]

Answer 12

\[\frac{-27t^5}{-9t^2}=3t^3\]\[\frac{-9t^2}{-9t^2}=1\]

Answer 13

\[-4t^4+3t^3+1\]

Answer 14

i didn't subtract almost got it thank you very much

Answer 15

so this is my answer