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![\frac{6\sqrt[]{112}-2\sqrt[]{175}}{\sqrt[]{28}}](/latexrender/pictures/5558b9627891b67fb5395d1fb53076b8.png "\frac{6\sqrt[]{112}-2\sqrt[]{175}}{\sqrt[]{28}}")
![6\sqrt[]{7}+{7}^{\frac{1}{3}} * \sqrt[3]{49}-2\sqrt[]{63}](/latexrender/pictures/92412680362eedf3d697ee17ed6e521d.png "6\sqrt[]{7}+{7}^{\frac{1}{3}} * \sqrt[3]{49}-2\sqrt[]{63}")
![{2x}^{6}-\sqrt[]{5}{x}^{3}-5=0](/latexrender/pictures/8a06e186544314063a369dd812e6713d.png "{2x}^{6}-\sqrt[]{5}{x}^{3}-5=0")
![\sqrt[6]{5}](/latexrender/pictures/5a51b52346edf19ee3aab33d9f02b89c.png "\sqrt[6]{5}")
e x=![\sqrt[6]{\frac{5}{4}}](/latexrender/pictures/6295cc90bbdcff19aefea2511f72e5d5.png "\sqrt[6]{\frac{5}{4}}")