1.若sin(a+β)=1/2,sin(a-β)=1/3,则tana/tanβ为?2.sinxcosy=1/2,则sinycosx的取值范围是?
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1.若sin(a+β)=1/2,sin(a-β)=1/3,则tana/tanβ为?2.sinxcosy=1/2,则sinycosx的取值范围是?1.若sin(a+β)=1/2,sin(a-β)=1/3
1.若sin(a+β)=1/2,sin(a-β)=1/3,则tana/tanβ为?2.sinxcosy=1/2,则sinycosx的取值范围是?
1.若sin(a+β)=1/2,sin(a-β)=1/3,则tana/tanβ为?
2.sinxcosy=1/2,则sinycosx的取值范围是?
1.若sin(a+β)=1/2,sin(a-β)=1/3,则tana/tanβ为?2.sinxcosy=1/2,则sinycosx的取值范围是?
sin(a+β)=sina*cosb+cosa*sinb=1/2
sin(a-β)=sina*cosb-cosa*sinb=1/3
所以sina*cosb=5/12 cosa*sinb=1/12
tana/tanβ=(sina*cosb)/ (cosa*sinb)=5
2//设P=sinycosx
1/2+p=sinxcosy+cosxsiny=sin(x+y)
因为-1=
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