SuicideFuel Problem

[trying to ascend]

[UWSL]The remainder of dividing the polynomial P(x) = x100 by the polynomial D(x) = x² – x is equal to?[/UWSL]

 

[TheProphetMuscle]

ok

 

[HyperVersager_4EVER]

-100?

 

[trying to ascend]

-100?

No.

It's X to the power of 100, if that's what got you confused

 

[HyperVersager_4EVER]

No

Over

 

[trying to ascend]

Over

It's X to the power of 100, if that's what got you confused

 

[trying to ascend]

Thoughts on this weebfaggot pseudo-intellectual @METALMILITA88

I'm not, you are the one that feels superior for hating weebs!

 

[METALMILITA88]

Thoughts on this weebfaggot pseudo-intellectual @METALMILITA88

1.All weebs are gay
2. This is not math class so idk why he posted this.

 

[trying to ascend]

1.All weebs are gay
2. This is not math class so idk why he posted this.

Would you have sex with an anime girl?

 

[HyperVersager_4EVER]

It's X to the power of 100, if that's what got you confused

Wait what?
How am I supposed to get that from

P(x) = x100

? I thought x times 100

 

[METALMILITA88]

Would you have sex with an anime girl?

Anime girls aren’t real so how could I

 

[trying to ascend]

Anime girls aren’t real so how could I

It's not pragmatic, it's just hypothetical

 

[HyperVersager_4EVER]

x to the power of 99?

 

[NoBitches]

[UWSL]The remainder of dividing the polynomial P(x) = x100 by the polynomial D(x) = x² – x is equal to?[/UWSL]

(x^100)/(x^2-x)=x^98+x^97+x^96....+1+x^-1..... forever
So I guess the answer is 1

 

[racoon4]

So what's the result?

 

[trying to ascend]

(x^100)/(x^2-x)=x^98+x^97+x^96....+1+x^-1..... forever
So I guess the answer is 1

Wrong, it's x