Решите неравенство9x−2⋅3x+1+43x−5+2⋅3x+1−513x−9⩽3x+5.\frac{9^{x}-2\cdot 3^{x+1}+4}{3^{x}-5}+\frac{2\cdot 3^{x+1}-51}{3^{x}-9}\leqslant 3^{x}+5.3x−59x−2⋅3x+1+4+3x−92⋅3x+1−51⩽3x+5.▸Ответ(−∞;1]∪(log35;2)(-\infty;1]\cup\left(\log_{3}5;2\right)(−∞;1]∪(log35;2)