(1)
原式=(1/x+1/y)/(1/x²-1/y²)
=(1/x+1/y)/[(1/x+1/y)(1/x-1/y)]
=1/(1/x-1/y)
=xy/(y-x)
(2)
原式=(y-1/x)/(x-1/y)
=[(xy-1)/x]/[(xy-1)/y]
=(1/x)/(1/y)
=y/x
(1)
原式=(1/x+1/y)/(1/x²-1/y²)
=(1/x+1/y)/[(1/x+1/y)(1/x-1/y)]
=1/(1/x-1/y)
=xy/(y-x)
(2)
原式=(y-1/x)/(x-1/y)
=[(xy-1)/x]/[(xy-1)/y]
=(1/x)/(1/y)
=y/x