|
楼主 |
青青子衿
发表于 2024-9-5 15:41
kuing 发表于 2019-3-5 16:00
稍微换一下写法不就好了,比如
\[ \frac{\partial}{\partial y}\left[\frac1{\cos x}\ln\left(\dfrac{\sin\frac{x+y}{2}}{\cos\frac{x-y}{2}}\right)\right]=\dfrac{1}{\sin x+\sin y} \]
这样的怎么办呢?
\begin{align*}
\left\{
\begin{split}
X&=\tfrac{1}{(i\sqrt{11})^{2}}\left(x+\tfrac{\begin{subarray}{l}
&792(8x^{9}-297x^{8}+792x^{7}+121440x^{6}-2509056x^{5}\\
&\quad+24480720x^{4}-173775360x^{3}+1195983360x^{2}\\
&\qquad-6093381888x+13564359424)
\end{subarray}}{(x^{5}-44x^{4}+220x^{3}+6776x^{2}-71632x+166496)^{2}}\right)\\
Y&=\tfrac{y}{(i\sqrt{11})^{3}}\left(1-\tfrac{\begin{subarray}{l}
&1584(4x^{13}-121x^{12}-1452x^{11}+155276x^{10}\\
&\>\>-5672480x^{9}+161172000x^{8}-3521762112x^{7}\\
&\quad+54722116416x^{6}-572886762624x^{5}\\
&\quad\>\>+3741656771072x^{4}-12010526257664x^{3}\\
&\quad-9581302781952x^{2}+202938319108096x\\
&-464380338847744)
\end{subarray}}{(x^{5}-44x^{4}+220x^{3}+6776x^{2}-71632x+166496)^{3}}\right)
\end{split}
\right.
\end{align*}
|
|