Question

4k^2+1/8k^4+16^3+4k-5

Answer 1

Long division?

Answer 2

@BlackLabel Dividing Polynomials

Answer 3

but yes @BlackLabel

Answer 4

can you rewrite the querstion? it's a bit confusing at 1/8k^4

Answer 5

\[ \frac{4k^2+1}{8k^4+16k^3+4k-5}\]

Answer 6

That is correct @BlackLabel but not sure how to solve it.

Answer 7

\[\frac{ 4k ^{2}+1 }{ 8k ^{4}+16^{3}+4k-5 }\] @zhantshen

Answer 8

Well, try to do a long division , I really don't know what else to say.

try \[(8k^4+16^3+4k-5)\div(4k^2+1)\]
then reverse the fraction

Answer 9

@zhantshen thats what i have started to do but cant come up with the answer.

Answer 10

is that 16^3 or 16(k^3) ?

Answer 11

Sorry its 80k^4+16k^3+4k-5 @zhantshen

Answer 12

can you check again ？ why am I seeing 80k^4...

Answer 13

i put it in wrong but you're seeing 80k^4 correctly. @zhantshen

Answer 14

If it's 80k^4+16k^3+0k^2+4k-5 then it's perfectly doable.