If x and y are positive integers and$$^{x^2}$$ + $$^{y^2}$$=100$^{x^2}$$+ $$^{y^2}$$=100, then the greatest possible value of x is between
(A) 4 and 5
(B) 6 and 7
(C) 7 and 8
(D) 9 and 10
(E) 10 and 11
OA is E
What is the mathematical approach to solve this question? I will employ the work of Expert.Thanks
(A) 4 and 5
(B) 6 and 7
(C) 7 and 8
(D) 9 and 10
(E) 10 and 11
OA is E
What is the mathematical approach to solve this question? I will employ the work of Expert.Thanks
