Question

I am a university student.​

Answer 1

Explanation:

Oo good bro

I am in class 10th

Solve for x:

One solution is:

x =3z3−y3−−−−−−√3z3−y3

solve for y:

One solution is:

y = 3z3−x3−−−−−−√3z3−x3

solve for z:

One solution is:

z = 3x3+y3−−−−−−√3x3+y3

Actually because it’s a cubic equation there are two other solutions for x,y,z but that’s getting a little more complicated.

If you are looking for integer solutions, x,y,z = 0 is a trivial solution.

Another set of trivial solutions is where z = 0 and x + y = 0 or where x = 0 and z = y or where y = 0 and x = z.

However, as Leonhard Euler proved there are no solutions to x^3 + y^3 = z^3 where x,y,z are unique positive integers.

Answer 2

Hy User!!!

That's a great topic to be a university student.

Do you know what is a university?

☆ It is a institution that provides the highest level of education, in which students study for degrees and in which academic research is done.