题目内容
求值:sin420°cos750°+sin(-690°)·cos(-660°)=________________.
解析:原式=sin(360°+60°)cos(720°+30°)+sin(-720°+30°)cos(-720°+60°)
=sin60°cos30°+sin30°cos60°
=
×
+
×
=1.
答案:1
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题目内容
求值:sin420°cos750°+sin(-690°)·cos(-660°)=________________.
解析:原式=sin(360°+60°)cos(720°+30°)+sin(-720°+30°)cos(-720°+60°)
=sin60°cos30°+sin30°cos60°
=
×
+
×
=1.
答案:1