【判断题】
<img src=http://oss.ouchn.cn/ddzx/N601/jiaoyu/jjsx/50459/unit/chapter_seven/images/03/image011.png align=middle style=box-sizing: inherit; border-style: none; vertical-align: middle; color: rgb(58, 58, 58); font-family: Microsoft YaHei font-size: medium; white-space: normal; background-color: rgb(255, 255, 255);/>是线性微分方程。
【判断题】
若x0是f (x)的极值点,则一定有f (x0)= 0
【判断题】
当<img src=http://oss.ouchn.cn/ddzx/N601/jiaoyu/jjsx/50459/unit/chapter_two/images/rw/image073.png style=box-sizing: inherit; border-style: none; vertical-align: middle; color: rgb(58, 58, 58); font-family: Microsoft YaHei font-size: medium; white-space: normal; background-color: rgb(255, 255, 255);/>时,函数<img src=http://oss.ouchn.cn/ddzx/N601/jiaoyu/jjsx/50459/unit/chapter_two/images/rw/image111.png style=box-sizing: inherit; border-style: none; vertical-align: middle; color: rgb(58, 58, 58); font-family: Microsoft YaHei font-size: medium; white-space: normal; background-color: rgb(255, 255, 255);/>是无穷小量.
【单选题】
<img src=http://60.205.157.60/course/a@6DA4B2650DCF91EB32525C71049AED56.png title=W_LB8~I@6XIN2L{{WXQ25R8.png alt=W_LB8~I@6XIN2L{{WXQ25R8.png/>
【单选题】
<img src=http://60.205.157.60/course/a@5D3739F09248ACB12F2CB6DF8DCB5E20.png title=1A~FIM46I01DAB9S49WM9IY.png alt=1A~FIM46I01DAB9S49WM9IY.png/>
【单选题】
<img src=http://60.205.157.60/course/a@E7A5B460E966D55B29BED9C3B68BFA4C.png title=)~TT`{UTZ[F$6@3J3NL35HR.png alt=)~TT`{UTZ[F$6@3J3NL35HR.png/>
【判断题】
求<img src=http://oss.ouchn.cn/ddzx/N601/jiaoyu/jjsx/50459/unit/chapter_five/images/07/image015.png align=absmiddle style=box-sizing: inherit; border-style: none; vertical-align: middle; color: rgb(58, 58, 58); font-family: Microsoft YaHei font-size: medium; white-space: normal; background-color: rgb(255, 255, 255);/>的方法是分部积分法。
【判断题】
<img src=http://60.205.157.60/course/a@A357489B047C7DC4B006269CA8DD6C76.png title=U(4B6L9~`9JS5{}4P25O}HQ.png alt=U(4B6L9~`9JS5{}4P25O}HQ.png/>
【判断题】
<img src=http://60.205.157.60/course/a@7A9F1A8C6DEF18B76570D557A1C5F27A.png title=2TQENBVRQ}V8PKVJSHG_~}O.png alt=2TQENBVRQ}V8PKVJSHG_~}O.png/>