己知丌/2

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己知丌/2
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己知丌/2
己知丌/2

己知丌/2
sin²a-sin⁴a
=sin²a(1-sin²a)
=sin²acos²a
因为a是钝角
所以sina>0,cosa

答:
π/20,cosa<0
√[(sina)^2-(sina)^4]
=√ {[(sina)^2]*[1-(sina)^2] }
=√[(sinacosa)^2]
=|sinacosa|
=-sinacosa
=-(sin2a)/2