The value of limx→a xm−amxn−an , is
mnam−n
nmam−n
mnan+n
mn
We have,
limx→a xn−anxn−an [from 00]
=limx→a xm−amx−a×x−axn−an=limx→a xn−amx−a÷xn−anx−a=limx→a xn−amx−a÷limx→a xn−anx−a=mam−1÷nan−1=mnam−n