问题
选择题
已知x2+3xy-4y2=0(y≠0),则
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答案
x2+3xy-4y2=0,即(x-y)(x+4y)=0,则x-y=0或x+4y=0,
当x-y=0时,即x=y,则
=0;x-y x+y
当x+4y=0,即x=-4y,则
=x-y x+y
=-4y-y -4y+y
.5 3
故选D.
已知x2+3xy-4y2=0(y≠0),则
|
x2+3xy-4y2=0,即(x-y)(x+4y)=0,则x-y=0或x+4y=0,
当x-y=0时,即x=y,则
=0;x-y x+y
当x+4y=0,即x=-4y,则
=x-y x+y
=-4y-y -4y+y
.5 3
故选D.