tanα=2tan(α/2)/[1-tan(α/2)*tan(α/2)]secα=[1+tan(α/2)*tan(α/2)]/[1-tan(α/2)*tan(α/2)]tanα+secα=2tan(α/2)/[1-tan(α/2)*tan(α/2)]+[1+tan(α/2)*tan(α/2)]/[1-tan(α/2)*tan(α/2)]=[1+2tan(α/2...
证明tanα+secα=tan(α/2+π/4)
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