$$[5.17+\{3.2\times(4.4\div3.3-1.1)\}]$$
$\frac{71}{12}\approx 5.916666667$
$$5.17+3.2\left(\frac{44}{33}-1.1\right)$$
$$5.17+3.2\left(\frac{4}{3}-1.1\right)$$
$$5.17+3.2\left(\frac{4}{3}-\frac{11}{10}\right)$$
$$5.17+3.2\left(\frac{40}{30}-\frac{33}{30}\right)$$
$$5.17+3.2\times \frac{40-33}{30}$$
$$5.17+3.2\times \frac{7}{30}$$
$$5.17+\frac{16}{5}\times \frac{7}{30}$$
$$5.17+\frac{16\times 7}{5\times 30}$$
$$5.17+\frac{112}{150}$$
$$5.17+\frac{56}{75}$$
$$\frac{517}{100}+\frac{56}{75}$$
$$\frac{1551}{300}+\frac{224}{300}$$
$$\frac{1551+224}{300}$$
$$\frac{1775}{300}$$
$$\frac{71}{12}$$
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$\frac{71}{3 \cdot 2 ^ {2}} = 5\frac{11}{12} = 5.916666666666667$