Bro take one zero I guess, suppose x=0. Then y will be =z^11/4. There exist infintely many values of z(integers) in the form of n^4 so there will be infinite solutions.

Other than this koyi idea nahi aya.

What’s the solution given, if any?

No bro its not given

Let x = 0 => y4 = z11 => y = z11/4 (many values of z of the form (integer)4 will give integral values of y. so infinite sets. Similarly take y=0 and z=0 also u will get infinetely more.

I guess its a rmo problem

I too said the same but you got solution…

Bhai i got confused ki kisko solution ka tag du dono sahi h .

Lol I was just joking man, hehe. I dont mind

Is answer 11? Tell bro, did lot of hardwork.

115900 right?

Yes. Exactly what I did, but I used calculator also. Lol. To cross check.

Bhai aajtak tumhara koi ans galat hua h kya, Hamesha sahi hi rehta h bhai

Bhai solution ka tag dede😅

Lol, I always check bro, that’s why itna time ke bad reply kiya without method and steps also. Par exams me Sara galat I’ll do lol.

Bro yeh first line samjhado kaise convert kiye?

Ignore first line, that was rough work

Nice bro!

Bhai vo pehli line jisme tumne x= 1. (\ 2^{3} -1) +2(\ 3^{3}- \ 2^{3} ) karke likha h ye kaise laaye bas samjhado