题目内容:
设a(x)=1-cosx,β(x)=2x2,则当x→0时,下列结论中正确的是:
A.a(x)与β(x)是等价无穷小
B.a(x)与β(x)是高阶无穷小
C.a(x)与β(x)是低阶无穷小
D.a(x)与β(x)是同阶无穷小但不是等价无穷小
参考答案:
答案解析:
设a(x)=1-cosx,β(x)=2x2,则当x→0时,下列结论中正确的是:
A.a(x)与β(x)是等价无穷小
B.a(x)与β(x)是高阶无穷小
C.a(x)与β(x)是低阶无穷小
D.a(x)与β(x)是同阶无穷小但不是等价无穷小