设 [tex=16.571x4.5]5Cmgwu1OybHBcWwAUtmUQdgTeSTqBtCKnqbhBHzdyU78xET2jFiV2KvdLTnbQyhDEpW/bNskYpGHxjwzjaMI0dIFHSeLUP/CJWMlNNVuyEHBn353ro3tZlVCZap8JTq6oi61MrzYq7pomyOuE9maEFUp1lp8dxSK1E3CHTgpzD7gAQhL8llCVqWi5omkXaDS[/tex]，求 [tex=3.357x1.357]CM6A4P25TOlG4dYJMedi6w==[/tex] 和 [tex=3.357x1.357]qYCd4rAm5C+f943DwO/2zw==[/tex]

求函数的导数：[tex=3.357x1.357]FPYnJouMn1zwa61b38EYSw==[/tex]

求微分方程 [tex=3.357x1.357]Zn0eLrpNOsewbZTO9xWyUYJhRac8D5zt+cg2HFGcN/U=[/tex] 的通解

设[tex=3.357x1.357]1xQfNUDsL55eHYf6NHLM3g==[/tex]，证明[tex=13.214x1.357]RmUqg7SjkI8AksZjB4dJ56qlXva+0SE6wtVHA8xv998Cny9p4Sg+KXf2JowHCzcR[/tex].

 某温度下反应[tex=10.857x1.357]x0wv3vdAtezOjP1Zr6g8uwYOURFuvnzCDnMC90o5ohitPG7D+zu9xYqJdOOISqAP/bOYKwkUjsk9iP4gr32g7LuOlZDwsI3Y7RqBDYJmvSg32gPDcZe80XvcpylDZjMt[/tex]的平衡常数[tex=5.071x1.357]TMBlc+E/uWaimobehoQ/mSbZ/h854VXhmjP6zckFpxI=[/tex],把一定量的[tex=3.357x1.357]x0wv3vdAtezOjP1Zr6g8u57+F3MlwNWvcCPTbmhEWg0=[/tex]引人一真空瓶内,达平衡后, [tex=3.357x1.357]x0wv3vdAtezOjP1Zr6g8u57+F3MlwNWvcCPTbmhEWg0=[/tex]的分压为[tex=7.0x1.429]EBzVPw35nbCphkv5wcFM39unWf3uxmQ6YV15mog2H2KRni2ebOkeCTB60EAc2N58[/tex],则[tex=3.357x1.357]FLeMybtVZhKoaOOlgyE0xRr/A2wH8eiOTfP4eO2Mzok=[/tex]的分压是多少Pa, [tex=3.357x1.357]FLeMybtVZhKoaOOlgyE0xRr/A2wH8eiOTfP4eO2Mzok=[/tex]的解离分数为？

设 [tex=8.357x1.357]87ofOnvwe0TPZTKE0h3mQCEFEeqxiTdG5vUv4k19/VI=[/tex] 求 [tex=3.357x1.357]vuFEx7dOJ0yLLxFAKCZWUA==[/tex]

求 [tex=3.357x1.357]xheMQO7tjZ03Uh5XH/NCEw==[/tex] 的值和它的主值.

求环[tex=3.357x1.357]CFbM4Dec03CK6YXobdh+LaCi9DHFY7Y55WyIzD0/py29aPj3aFr5NZ7RbsEb6fAS[/tex] 中的所有可逆元. 

将下列二进制数转换为十进制数:[tex=3.357x1.357]QlWHfii91MYmCal3K+SBkNo3v7LXXpw690KKngSfhDI=[/tex]

计算积分 [tex=7.429x2.643]LLidHQXbr8FGd2i6sqjpwi5R7xDUREf4Akd3gMCp2TLj+tx3frw2jtcS5cXFi+8H[/tex] 为正整数,[tex=3.357x1.357]zSAW7EwRYn71Sgvqp3iTvw==[/tex].