已知向量 a =(cosx,sinx), b =(-cosx,cosx), c =(-1,0), (1)若x= ,求向量 a 与 c 的夹角; (2)当x∈ 时,求函数f(x)=2 a · b +1的最大值; (3)设f(x)=2 a · b +1,将函数y=f(x)的图象向右平移 个单位后,再将得到的图象上各点的横坐标伸长到原来的4倍,纵坐标不变,得到函数y=g(x)的图象,求y=g(x)的单调递减区间.
【单选题】I. Multiple choice ( 60 points in all, 12 for each ) Please select from the four choices of each item, the one that best answers the question or completes the statement, and make your choice of A.B.C...