问题
解答题
化简求值 (1)sin(-1320°)•cos1110°+cos(-1020°)sin750° (2)
|
答案
(1)原式=sin(-4×360°+120°)•cos(3×360°+30°)+cos(-3×360°+60°)sin(2×360°+30°)
=
×3 2
+3 2
×1 2
=1;1 2
(2)原式=
=-1.sinαcosα -sinαcosα
化简求值 (1)sin(-1320°)•cos1110°+cos(-1020°)sin750° (2)
|
(1)原式=sin(-4×360°+120°)•cos(3×360°+30°)+cos(-3×360°+60°)sin(2×360°+30°)
=
×3 2
+3 2
×1 2
=1;1 2
(2)原式=
=-1.sinαcosα -sinαcosα