Задание
Реши неравенства
\(9x^2-10x+1\ge0\)
- \(\big(-\infty ;\dfrac{1}{9}\big]\cup[1;+\infty )\)
- \((-\infty ;1]\)
- \(\big(-\infty ;\dfrac{1}{9}\big)\cup(1;+\infty )\)
\(16x^2-8x+1\le0\)
- \((-\infty ;1]\)
- \(\big[\dfrac{1}{9};+\infty \big)\)
- \(0,25\)
\(-3x^2+2x-7\lt0\)
- \([0;+\infty)\)
- \([-\infty ;0)\)
- \((-\infty ;+\infty)\)