已知tan(x-y)=2,tan(y+π/5)=3,则tan(x+π/5)等于
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已知tan(x-y)=2,tan(y+π/5)=3,则tan(x+π/5)等于已知tan(x-y)=2,tan(y+π/5)=3,则tan(x+π/5)等于已知tan(x-y)=2,tan(y+π/5
已知tan(x-y)=2,tan(y+π/5)=3,则tan(x+π/5)等于
已知tan(x-y)=2,tan(y+π/5)=3,则tan(x+π/5)等于
已知tan(x-y)=2,tan(y+π/5)=3,则tan(x+π/5)等于
(x+π/5)=(x-y)+(y+π/5)
tan(x+π/5)
=[tan(x-y)+tan(y+π/5)]/[1-tan(x-y)*tan(y+π/5)]
=(2+3)/(1-2*3)
=-1
已知tan(x-y)=2,tan(y+π/5)=3,则tan(x+π/5)等于
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