求limx→0(tan x-sin x)/(x²·sin x)
=1/2,
(tan x-sin x)/ï¼x²Â·sin xï¼
=sinx(1/cosx-1)/ï¼x²Â·sin xï¼
=(1-cosx)/x²Â·cosx
cosx=1
1-cosx=1/2x²Â·
=1/2
温馨提示:内容为网友见解,仅供参考
Warning: Invalid argument supplied for foreach() in /www/wwwroot/aolonic.com/skin/templets/default/contents.html on line 45
相似回答