sin^2a乘以tana+cos^2a乘以cota+2sina乘以cosa-cota
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sin^2a乘以tana+cos^2a乘以cota+2sina乘以cosa-cotasin^2a乘以tana+cos^2a乘以cota+2sina乘以cosa-cotasin^2a乘以tana+cos
sin^2a乘以tana+cos^2a乘以cota+2sina乘以cosa-cota
sin^2a乘以tana+cos^2a乘以cota+2sina乘以cosa-cota
sin^2a乘以tana+cos^2a乘以cota+2sina乘以cosa-cota
(1-cos^2a)sina/cosa+(1-sin^2a )cosa/sina+2sina cosa-cota
=sina/cosa+cosa/sina-cosa/sina
=(1-cos^2a)/(sina cosa)
=tana
=sina(1-cos^2a)/cosa+cosa(1-sin^2a)/sina
+2sinacosa-cota
=tana-sinacosa+cota-cosasina+2sinacosa-cota
=tana
sin^2a乘以tana+cos^2a乘以cota+2sina乘以cosa-cota
求证(sin²a+tana乘tan二分之a +cos²a)乘sin²a/2cosa=tana
证明cos^4 a-sin^4 a=cos^2(1-tana)(1+tana)
证明sin^4 a+cos^4 a=cos^2(1-tana)(1+tana)
tana=2,求sin^2a-cos^2a
tana=2 sin^a+2cos^2a=?
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化简sin²a*tana+cos²acota+2sinacosa
[cos(a-派)/sin(派-a)]乘sin(2派-a)乘cos(2派-a)
求证1+2sina cosa/sin^2a-cos^2a=tana+1/tana-1
求证:1+2sina cosa /sin^2a -cos^2a = tana +1/tana -1.
化简:sin^2a*tana+cos^2a/tana+2sina*cosa
(1-2sinAcosA)/(cos^2A-sin^2A)=(1-tanA)/(1+tanA)
证明(1-2sinAcosA)/(cos^2A-sin^2A)=(1-tanA)/(1+tanA)
求证:(1-tana)/(1+tana)=(1-2sinacosa)/(cos^2×a-sin^2×a)
cos^2a-sin^2a/1+2sinacosa=1-tana/1+tana怎么证明?
已知(tana-1)/tana=-1 求1/sin^2a+2sinacosa-cos^2a