Найдите область определения функции:y = +

$y = \sqrt[6]{3-x} + \frac{sin x }{ \sqrt[4]{5x-1} } - \sqrt{5 x^{2} -16x + 3 }$

0 \\\ x>0.2 \\\\ 5 x^{2} -16x + 3 \geq 0 \\\ 5 x^{2} -16x + 3 =0 \\\ D_1=64-15=49 \\\ x_1=1.2 \\\ x_2=0.2 \\\ x \leq 0.2; x \geq 1.2" alt="3-x \geq 0 \\\ x \leq 3 \\\\ 5x-1>0 \\\ x>0.2 \\\\ 5 x^{2} -16x + 3 \geq 0 \\\ 5 x^{2} -16x + 3 =0 \\\ D_1=64-15=49 \\\ x_1=1.2 \\\ x_2=0.2 \\\ x \leq 0.2; x \geq 1.2" align="absmiddle" class="latex-formula">

0.2 \\\ x \leq 0.2; x \geq 1.2 \\\\ 1.2 \leq x \leq 3" alt="x \leq 3 \\\ x>0.2 \\\ x \leq 0.2; x \geq 1.2 \\\\ 1.2 \leq x \leq 3" align="absmiddle" class="latex-formula">