问题
解答题
化简:(1)
(2)
|
答案
(1)
=sin[α+(2n+1)π]•2sin[α-(2n+1)π] sin(α-2nπ)cos(2nπ-α)
=2tanαsinα•2sinα sinαcosα
(2)
=sin(2π-α)sin(π+α)cos(-π-α) sin(3π-α)•cos(π-α)
=sinα-sinα•sinα•cosα -sinα•cosα
化简:(1)
(2)
|
(1)
=sin[α+(2n+1)π]•2sin[α-(2n+1)π] sin(α-2nπ)cos(2nπ-α)
=2tanαsinα•2sinα sinαcosα
(2)
=sin(2π-α)sin(π+α)cos(-π-α) sin(3π-α)•cos(π-α)
=sinα-sinα•sinα•cosα -sinα•cosα