求由该下列方程确定的稳函数 y ＝y（x）的导数：[tex=4.643x1.357]Oa9S7PhXxXXxNcR7z9RqSQ==[/tex]

证明：Dirichlet函数[tex=9.357x3.357]ImXdzIDzWK1GOTy18VIpFLKO+pLmI8LOhgl1b6Ci1lPhCFF1OAVypsqmNOG1pb09vZGbekiEnvl5dHVQ8qdP2TLnjx4yxIc8Q0tfhRweitaBySwigPoTvup5Tzg1UUJVTNtNR082I9r/ZCqfOFU9CmVuTgxTmNe9huJCUQN8tyI=[/tex]在[tex=4.643x1.357]3+NDETjbtRnj+mD3xG2zviOhqLdK3LTtKMvqcRw22dQ=[/tex]的任一点x处doubukedao

设[tex=4.643x1.357]DhkZQ6U+YNvBth9C/XILFOED50yLiwE19utuniMnuQo=[/tex],[tex=4.643x1.357]4O/JCyPag90iyQQoE3eWkmG5S8liTVe7nx2tdlAUo7o=[/tex], [tex=4.643x1.357]2DafCzajfBjAb4J5Rl63TEquuuERi0++yGe4Nix6Wrs=[/tex], 求[tex=3.286x1.214]3hASJq1o6G8JBVUK41/daKcVQTncfh45g+5OUtjVxfw=[/tex] 及[tex=5.571x1.214]ayFHBllFc88SBDPjU+C7I4iUv7Slr2ntfSCd5Xf0bTlGF346Ap9EbQDea2dOYL5J[/tex]

下列各组量子数 [tex=6.071x1.286]qbhKLqcBnKiYBxYhWkJxqzISmLLaP4JlTS0PDmO9a9j8DRoCyMYeKsJwXOrfM1on[/tex] 中不合理的是 未知类型：{'options': ['[tex=5.429x1.357]7wpRKA4+dSp50PgNxn7jKw==[/tex]', '[tex=4.643x1.357]NIZzNIdTEMR3uJNKjAm70w==[/tex]', '[tex=4.643x1.357]UqvDMhecs94SfvflcC06Xg==[/tex]', '[tex=4.643x1.357]TzKumqp+urdgDmoz8XIx2Q==[/tex]'], 'type': 102}

名词解释酶原[tex=4.643x1.357]JZjIUoIMckpvjpt2J++csg==[/tex]

 解下列方程 [tex=4.643x1.357]TJkqgLKNbDa4jTubH5QbTg==[/tex]

在 [tex=4.643x1.357]n06UUPyfNNWIlfTO9BIPvXkbY1B/4gp5N+iwQiiwri48mUC/0nozBimEUPM4kY3S[/tex]的饱和溶液中[tex=24.357x1.571]iKm1gOcCihRaWcLEE7t2wLzECmQLfsFd/p7FVgX/Bfw+Unr2KlmrBkGrb7iJ261lWkADq6he3/A5m9pDegNqUGCF4TC1dtyL9gc/rRwZV2/NkizF99d72j6b5Z5zkYt7IQgTv8klCBYeHpWAuhMBMA==[/tex] 则[tex=4.643x1.357]n06UUPyfNNWIlfTO9BIPvXkbY1B/4gp5N+iwQiiwri48mUC/0nozBimEUPM4kY3S[/tex] 的 [tex=2.286x1.643]UJLcQy7m3Ao882aSUdCNu5WCGtBarzqNPF1rHM4HvT0=[/tex]      。

将下列二进制数转换为十进制数:[tex=4.643x1.357]hGLfjKB6e5hPgbAhKbuAAQja7/sRV0pKSmb59m7W0H0=[/tex]

求 下列复数的实部与虚部： [tex=4.643x1.357]iUCIAyNYEUZ1tRyjyAlIHw==[/tex]  

[tex=1.286x1.429]FEZNp8ojIfoP0xU01UMB9A==[/tex]电子的可能的四个量子数是 未知类型：{'options': ['[tex=4.643x1.357]MAx3rA9beH1Aw4/Aktl1Fg==[/tex]', '[tex=4.643x1.357]Pvjn3GP3swhE76j85cuKNQ==[/tex]', '[tex=3.643x1.214]d2nbgmaFTpPN7CHwIPJgDg==[/tex]', '[tex=5.429x1.357]izaLaGe973sebd/eFZ11lQ==[/tex]'], 'type': 102}