Webabstract algebra - If in a group $G$, we have $a^5 = e$ and $aba^ {-1} = b^2$ for some $a$, $b$ in $G$, then what is the order of $b$? - Mathematics Stack Exchange If in a group $G$, we have $a^5 = e$ and $aba^ {-1} = b^2$ for some $a$, $b$ in $G$, then what is the order of $b$? Ask Question Asked 8 years, 11 months ago WebTest Series. all the details you need on the ASE Test Series. There are 58 ASE certification tests, covering almost every imaginable aspect of the automotive repair and service industry. If you’re learning about ASE certification tests for the first time, we recommend that you begin with the General Information page, which describes the tests ...
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Show that all simple groups of order 60 are isomorphic to A5.
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