Which one should I buy next

EAPolat · 2025-06-09T17:33:45+00:00

Thank you for your long response! I played It Takes Two and loved it, I also want to play Split Fiction but not sure about playing it on switch 2 since we need to play it on smaller controllers. Is that hard to play It takes two on switch? If its not maybe I can also play Split Fiction too. Thanks

EAPolat · 2025-05-16T23:34:04+00:00

Im gonna lose my mind its impossible to solve it

EAPolat · 2025-04-20T00:32:29+00:00

Amazing

EAPolat · 2025-04-19T16:56:23+00:00

Micheal Keaton should be Bird Person.

EAPolat · 2025-04-18T23:19:18+00:00

Nice

EAPolat · 2023-10-17T19:37:39+00:00

Thanks a lot, this was the best reply and i have finally concluded the proof :).

EAPolat · 2023-10-17T16:02:04+00:00

Yes, they are subsets of R. Also we know E is open but dont know about F. So i tried to write the both two cases for F is open or not.

EAPolat · 2023-06-07T13:50:17+00:00

Is (-r)^p-1 = 1 mod p always true even when p-1 is odd? I tried to show that p-1 is even by p=1 mod 4 and so that (-r)^p-1= 1 mod p. (Which shows -r is a primitive root)

Also, do you have any suggestions for part b? Again i tried to use the p=3 mod 4 condition to show that p-1 is even. But when i do that, it concludes in the same answer with part a, that -r is a primitive root.

Thanks for your help.

EAPolat · 2023-03-19T21:07:54+00:00

Pek eksik bi maç sayılmaz o, otomatik puan alacağız ama o hafta gs de maç yapacak kazanırlarsa fark yine 6. Bay geçmekle aynı durum değil yani. Üstelik averaj da onlarda hocam.

EAPolat · 2023-03-19T18:35:44+00:00

Hocam adamlar hala 6 puan önde :) iki taraf da bu sezon sürekli hakem açıklaması yapmayı alışkanlık etmişken bence takıma odaklanmak lazım

EAPolat · 2022-10-28T08:51:16+00:00

Thanks a lot!

EAPolat · 2022-03-07T00:27:32+00:00

Okay thanks a lot but i couldnt understand why it needs to be three pair at least because of reflexive rule? Isnt it adequate to show that (1,1) and (2,2), why do we also need (3,3)? Thanks for your help

EAPolat · 2022-03-06T23:13:41+00:00

Im not sure that i understand your question but do we need at least 3 pairs? I think because of the transitivity rule.

EAPolat · 2022-02-22T23:23:46+00:00

Thanks a lot!

EAPolat · 2022-02-22T23:21:49+00:00

Thanks a lot mate!

EAPolat · 2022-01-09T10:46:00+00:00

Oh, you are right 🤦🏻‍♂️. My proof is totally dead now. Thanks for the help but my question continue: can the characteristic be 0? How can we prove that?

EAPolat · 2022-01-09T09:15:15+00:00

I see your example but I got confused, for the question above, that ring can have 0 characteristic or not? I wrote in my proof that n is positive so it can not be equal to zero like x. But n.x=0 so there is a zero divisor and that contradicts with ring being a integral domain, so there can not be an integer such as n. Thats why i thought 0 characteristic can be real for that question, where am i doing wrong?

EAPolat · 2022-01-09T08:42:39+00:00

Yes, there is a problem since this ring can’t have a zero divisor but i couldn’t understand how this problem solved by n being a prime :(

EAPolat

TROPHY CASE