Question

Помогите пожалуйста решить уравнение!!!!

Answer 1

$\frac{\sqrtno numeric noise key 1067+1}{\sqrtno numeric noise key 1066-1}-\frac{\sqrtno numeric noise key 1065-1}{\sqrtno numeric noise key 1064+1}=2\sqrtNO NUMERIC NOISE KEY 1063\\\ x \neq +-1\\\\ 1062+1}{\sqrtno numeric noise key 1061-1} - 1060-1}{\sqrtno numeric noise key 1059+1} =2x\sqrtNO NUMERIC NOISE KEY 1058\\\\\ \sqrtno numeric noise key 1057+1 =t(\sqrtNO NUMERIC NOISE KEY 1056-1)\\ \\ t\sqrtno numeric noise key 1055-\sqrtno numeric noise key 1054 =t+1\\\\ \sqrtNO NUMERIC NOISE KEY 1053 =\fracNO NUMERIC NOISE KEY 1052no numeric noise key 1051\\\\ t-\fracno numeric noise key 1050no numeric noise key 1049 =2*\frac{(t+1)^3}{(t-1)^3}\\\\ (t^2-1)(t-1)^3=2t(t+1)^3\\\\ (t+1)(t-1)^4 =2t(t+1)^3\\\\ (t+1)((t-1)^4-2t(t+1)^2)=0\\ t=-1\\ t=3-\sqrtNO NUMERIC NOISE KEY 1048; >               <img src=$ 
Ответ $x=0;2$