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2013-04-29
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原式=(a+1)/(a-1)-[a/(1/a)]/(a�0�5-2a+1)
=(a+1)/(a-1)-a�0�5/(a-1)�0�5
=[(a+1)(a-1)-a�0�5]/(a-1)�0�5
=(a�0�5-1-a�0�5)/(a-1)�0�5
=-1/(a-1)�0�5
a=-1-√2
原式=-1/(-1-√2-1)�0�5=-1/(6+4√2)
=(2√2-3)/2=√2-3/2
=(a+1)/(a-1)-a�0�5/(a-1)�0�5
=[(a+1)(a-1)-a�0�5]/(a-1)�0�5
=(a�0�5-1-a�0�5)/(a-1)�0�5
=-1/(a-1)�0�5
a=-1-√2
原式=-1/(-1-√2-1)�0�5=-1/(6+4√2)
=(2√2-3)/2=√2-3/2
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