the_binomial_theorem
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the_binomial_theorem [2020/11/04 16:12] – [계수] hkimscil | the_binomial_theorem [2020/11/18 00:14] – [계수] hkimscil | ||
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&{3 \choose 0}\; {3 \choose 1}\; {3 \choose 2}\; {3 \choose 3}& \\ | &{3 \choose 0}\; {3 \choose 1}\; {3 \choose 2}\; {3 \choose 3}& \\ | ||
&{4 \choose 0}\; {4 \choose 1}\; {4 \choose 2}\; {4 \choose 3}\; {4 \choose 4}& \\ | &{4 \choose 0}\; {4 \choose 1}\; {4 \choose 2}\; {4 \choose 3}\; {4 \choose 4}& \\ | ||
+ | &{5 \choose 0}\; {5 \choose 1}\; {5 \choose 2}\; {5 \choose 3}\; {5 \choose 4}\; {5 \choose 5} & \\ | ||
\end{eqnarray*} | \end{eqnarray*} | ||
\begin{eqnarray*} | \begin{eqnarray*} | ||
& {\large 1} & \\ | & {\large 1} & \\ | ||
- | & {\large 1\quad | + | & {\large 1\quad 1} & \\ |
- | & {\large 1\quad | + | & {\large 1\quad 2\quad 1} & \\ |
& {\large 1\quad 3\quad 3\quad 1} & \\ | & {\large 1\quad 3\quad 3\quad 1} & \\ | ||
& {\large 1\quad 4\quad 6\quad 4\quad 1} & \\ | & {\large 1\quad 4\quad 6\quad 4\quad 1} & \\ | ||
+ | & {\large 1\quad 5\quad 10\quad 10\quad 5\quad 1} & \\ | ||
\end{eqnarray*} | \end{eqnarray*} | ||
the_binomial_theorem.txt · Last modified: 2020/11/18 00:20 by hkimscil