Solution-Recall that a group contains an element

Recall that a group contains an element

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Reference no: EM131397083

Recall that a group contains an element ε such that εx = x = xε for every x in the group. Now assume that we are given some element a such that for one specific y we have ay = y. Show that a must be the identity of the group.

Reference no: EM131397083

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Recall that a group contains an element

Reference no: EM131397083

Reference no: EM131397083

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