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Question Number 63689 by Rio Michael last updated on 07/Jul/19

Show that  if  a∣b  then an∣bn

Showthatifabthenanbn

Commented by Prithwish sen last updated on 07/Jul/19

lf a∣b  then b=aq   (q∈N )  multiplying both sides by n  bn = anq ⇒ ((bn)/(an)) = q ⇒ an∣bn   Hence proved.

lfabthenb=aq(qN)multiplyingbothsidesbynbn=anqbnan=qanbnHenceproved.

Commented by Rio Michael last updated on 07/Jul/19

correct

correct

Commented by Prithwish sen last updated on 07/Jul/19

thanks

thanks

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