证明 2(sin2a+1)/1+sin2a+cos2a=tana+1 2(sin2a+1)/1+sin2a+cos2a=tana+1

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证明2(sin2a+1)/1+sin2a+cos2a=tana+12(sin2a+1)/1+sin2a+cos2a=tana+1证明2(sin2a+1)/1+sin2a+cos2a=tana+12(s

证明 2(sin2a+1)/1+sin2a+cos2a=tana+1 2(sin2a+1)/1+sin2a+cos2a=tana+1
证明 2(sin2a+1)/1+sin2a+cos2a=tana+1
2(sin2a+1)/1+sin2a+cos2a=tana+1

证明 2(sin2a+1)/1+sin2a+cos2a=tana+1 2(sin2a+1)/1+sin2a+cos2a=tana+1
2(sin2a+1)/1+sin2a+cos2a
=2(sina+cosa)2/[2cosa(sina+cosa)]
=(sina+cosa)/cosa
=tana+1

2(sin2a+1)/1??????