若tana=-2,则1/4sin^2a+2/5cos2a=
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若tana=-2,则1/4sin^2a+2/5cos2a=若tana=-2,则1/4sin^2a+2/5cos2a=若tana=-2,则1/4sin^2a+2/5cos2a=已知tana=-2,所以c
若tana=-2,则1/4sin^2a+2/5cos2a=
若tana=-2,则1/4sin^2a+2/5cos2a=
若tana=-2,则1/4sin^2a+2/5cos2a=
已知tana=-2,所以cota=-1/2
又 1/(sina)^2=1+(cota)^2=5/4,即(sina)^2=4/5
1/(cosa)^2=1+(tana)^2=5,即(cosa)^2=1/5
所以
(1/4)(sina)^2+(2/5)(cosa)^2
=(1/4)(4/5)+(2/5)(1/5)
=7/25
k=(2sin^2a+sin2a)/(1+tana) 则sin(a-3.14/4)的值
证明cos^4 a-sin^4 a=cos^2(1-tana)(1+tana)
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若tana=-2,则1/4sin^2a+2/5cos2a=
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