0\\-(x-5)(x+5)+(x-5)^2>0\\(x-5)(-x-5+x-5)>0\\(x-5)\cdot (-10)>0\\x>5\\x\in (5;+\infty)" alt="\sf (5-x)(x+5)+(x-5)^2>0\\-(x-5)(x+5)+(x-5)^2>0\\(x-5)(-x-5+x-5)>0\\(x-5)\cdot (-10)>0\\x>5\\x\in (5;+\infty)" align="absmiddle" class="latex-formula">
ответ:
0\\8-4x+2x-x^2+1-2x+x^2>0\\-4x>-9\\x<2,25\\x\in (-\infty;2,25)" alt="\sf (4+x)(2-x)+(1-x)^2>0\\8-4x+2x-x^2+1-2x+x^2>0\\-4x>-9\\x<2,25\\x\in (-\infty;2,25)" align="absmiddle" class="latex-formula">
ответ: