x与(-y)互为相反数且xy≠0则1910x^2+99y^2/2009xy是多少?

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x与(-y)互为相反数且xy≠0则1910x^2+99y^2/2009xy是多少?
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x与(-y)互为相反数且xy≠0则1910x^2+99y^2/2009xy是多少?
x与(-y)互为相反数且xy≠0则1910x^2+99y^2/2009xy是多少?

x与(-y)互为相反数且xy≠0则1910x^2+99y^2/2009xy是多少?
因为是相反数
所以设x=y=a

(1910a^2+99a^2)/-2009a^2
=2009a^2/-2009a^2
=-1


∵x与(-y)互为相反数
∴x+(-y)=0
∴x=y
(1910x^2+99y^2)/(2009xy)
=(2009x^2)/(2009x^2)
=1