GROUP THEORY BSc L#28 /PROVE THAT FOR EVERY ELEMENT a IN A GROUP G a2=e WHERE e IS THE IDENTITY THen

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IF , IN A GROUP G , X^2 = e ( IDENTITY ) FOR ALL X IN G [ THAT IS , IF EVERY ELEMENT OF G ( EXCEPTIF , IN A GROUP G , X^2 = e ( IDENTITY ) FOR ALL X IN G [ THAT IS , IF EVERY ELEMENT OF G ( EXCEPT
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