解
(√2014-√2013)^2013×(√2014+√2013)^2013
=[(√2014-√2013)(√2014+√2013)]^2013
=[(√2014)²-(√2013)²]^2013
=(2014-2013)^2013
=1^2013
=1
解
(√2014-√2013)^2013×(√2014+√2013)^2013
=[(√2014-√2013)(√2014+√2013)]^2013
=[(√2014)²-(√2013)²]^2013
=(2014-2013)^2013
=1^2013
=1