docs: update education/mathematics/binomial-theorem

education/mathematics/binomial-theorem.html

@@ -2,7 +2,7 @@
 title: 二項式定理 (Binomial Theorem)
 description: 
 published: true
-date: 2026-02-11T17:24:46.603Z
+date: 2026-02-11T17:27:20.535Z
 tags: 
 editor: ckeditor
 dateCreated: 2026-02-11T17:24:46.603Z
@@ -35,3 +35,45 @@ dateCreated: 2026-02-11T17:24:46.603Z
 <p><span style="font-family:Arial, Helvetica, sans-serif;">The r+1 th term can be called as the general term, in the descending power of x.</span></p>
 <figure class="image"><img src="data:image/png;base64,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"></figure>
 <p><span style="font-family:Arial, Helvetica, sans-serif;">The coefficients, r=0, 1 … are called binomial coefficients.</span></p>
+<p>&nbsp;</p>
+<h3><span style="font-family:Arial, Helvetica, sans-serif;">E1 Example</span></h3>
+<p><span style="font-family:Arial, Helvetica, sans-serif;"><strong>Q</strong></span></p>
+<p><span style="font-family:Arial, Helvetica, sans-serif;">Expand&nbsp;</span></p>
+<figure class="image"><img src="data:image/png;base64,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"></figure>
+<p><span style="font-family:Arial, Helvetica, sans-serif;">in the descending powers of x.</span></p>
+<p>&nbsp;</p>
+<p><span style="font-family:Arial, Helvetica, sans-serif;"><strong>A</strong></span></p>
+<figure class="image"><img src="data:image/png;base64,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"></figure>
+<figure class="image"><img src="data:image/png;base64,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 truncated
+<figure class="image"><img src="data:image/png;base64,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 truncated
+<figure class="image"><img src="data:image/png;base64,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"></figure>
+<p>&nbsp;</p>
+<h3><span style="font-family:Arial, Helvetica, sans-serif;">E2 Example</span></h3>
+<p><span style="font-family:Arial, Helvetica, sans-serif;"><strong>Q</strong></span></p>
+<p><span style="font-family:Arial, Helvetica, sans-serif;">Expand&nbsp;</span></p>
+<figure class="image"><img src="data:image/png;base64,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"></figure>
+<p><span style="font-family:Arial, Helvetica, sans-serif;">in the descending powers of x.</span></p>
+<p>&nbsp;</p>
+<p><span style="font-family:Arial, Helvetica, sans-serif;"><strong>A</strong></span></p>
+<figure class="image"><img src="data:image/png;base64,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"></figure>
+<figure class="image"><img src="data:image/png;base64,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 truncated
+<figure class="image"><img src="data:image/png;base64,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 truncated
+<figure class="image"><img src="data:image/png;base64,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"></figure>
+<p>&nbsp;</p>
+<h3><span style="font-family:Arial, Helvetica, sans-serif;">E3 Example</span></h3>
+<p><span style="font-family:Arial, Helvetica, sans-serif;"><strong>Q</strong></span></p>
+<p><span style="font-family:Arial, Helvetica, sans-serif;">Expand&nbsp;</span></p>
+<figure class="image"><img src="data:image/png;base64,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"></figure>
+<p><span style="font-family:Arial, Helvetica, sans-serif;">in the ascending powers of x.</span></p>
+<p>&nbsp;</p>
+<p><span style="font-family:Arial, Helvetica, sans-serif;"><strong>A</strong></span></p>
+<figure class="image"><img src="data:image/png;base64,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"></figure>
+<p><span style="font-family:Arial, Helvetica, sans-serif;">&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
+<figure class="image"><img 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truncated
+<figure class="image"><img src="data:image/png;base64,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 truncated
+<figure class="image"><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAwwAAAAwCAYAAAC8L/0wAAAAAXNSR0IArs4c6QAAAAlwSFlzAAASdAAAEnQB3mYfeAAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAADlbSURBVHhe7X17VFRnlu8+p6pwHncts1b/M215/5lQhSBZ6/ZdIQmoycz1gVWlxp4J3htca0AFNLn3ShVopjuaAko090bkZU8ChS3wR1AxnfbBQ9PdtyeBwl7BTEyCEIGkZ90OveZxZ0aTMd0Cdc79fd+pggKqsF685Du9XG3Kc77z7d/3OHt/e//21peVlZG4BAICAYGAQEAgIBAQCAgEBAICAYFAMAT0AhaBgEBAICAQEAgIBAQCAgGBgEBAIBAKAWEwiLkhEBAICAQEAgIBgYBAQCAgEBAIhERAGAxicggEBAICAYGAQEAgIBAQCAgEBALCYFjOc8CZnabWnCwnu7tHgyGjgDo89dTrcknLGRche/wRSBspUWzULqluq1xW5lLj/4ZHo8XstJVKxXGH5PaoxEHKyKf27nqySpLsci0v3LA/eWsrjst2t4dUBgbDoque7suSbsDlUh6NEZ9fKZy708ZrTx7XtX6m0tojjfRv9z/Rpw4MeOe3Fwv7NmfayLh+W4POqwRsQ/lXiX6jN5Slfzi+sL1buLc/NVIyuo2uGrx/8GVC2Xfuji1cTxbmzdh7H1S+XpxQ3+0lPjXS8+jKB3Vk0OtWfOhyjS5Mr5bGW4WHYZZx8ivarbSLmusLqWUJKthOZ7Zas85E/buGqKysRWIy7TdZybp/J5UZl8YkXYheZq+8rua0ptLR5sPU29Ky4IaVM/sppebkMck/FxOJFp1iiQ+0IpeSpOYvxIgtnXdiTSq1682SmnWHlG6TTMOd3gNmm7QNaxKGFi2nNBTAwlu7Pkm+/cIAXbhg1mV9r3PsQJJN3nYAWGy+z7HAWvTmXkyVX208RPdNpkVhRDizn4SRc0JuVV+gxrpCMkmSDobeojBudkNR3pAzovvh2Q+o8BNZP3DT5V2uW31G1ef0J981w1hy+YylvyNavXT2inj31PnUyGjCNtng3RPvlpdGe9hvHpx+LiVB+f5ntOUF3YpO6xffvJyyI2HnSztI+cpAZel8v3mw7521CYcbikkvSys+PH9eGBG+4RUGQ4h5DuVHXWe6TqkdzZTZ2yLBWFgaK2JaL10uKLuZZWS818L/xdXSK+0sgF6yJKWZv0633MuUPM0wrnJM1JfaoWYaexfMaMAmr6wzHZPYXOyxJsotxtAn0EwZrVmXI1Gzh+yJJJfN02m105mm7F8/IlVVZZC9f8Ggmr8JEsObsCZl2lKKNXmO2LaCMaOUDBx0rTWRzwcYQ+uxP+p07oYSnyOrjV206hZO+QfmThEGFjraUkLGr8/TwNfYnwZI93ye6sX+JPslwVrUdTeleQ/kJsmfrW3z9mxK1pUNDCyYcu58csS7Iem6nHKliQptJt25RWIoMLycux8b32B+T/eXAx9QE4yFSUU59nkhWljaCDidT42+/Nwlwxsn0+nQHYmWlbvJN3TYb1bQxqO06puLtIr9lphNyekSZaQk0j89oSO6+yFhv1nxfmPag5f3pSZ8mvTug3/+zVMrdqd/KIwGwDVnBsOMMBi8LAOhMLua6+leS/BQmIln6ChOvxdQQYOxIFndVNChkrE3tr5mo60ctOVXBDIKOuCtsMzwVkSDVzTbFxQ7dT/0uYIOC1FvbzRNxPxMuOO80Ngx46re0wG8rHS9ekjNvDf/ngZmLMgWt5TfoZDbKk2E+WDzV/bLFsk9LeinpKQE44OQs8dDD5NmVJglO1XRoAeno3HwVnTuLyc60k22wQ3kwKsXKhYJc0upqTguOdRX2Wl9yLAozC0l1+aWEBHEr4yCdmqqs+KkeKrnhrWHcBnJXo9wGR+kfB9rqqNCU+zhQ2wsOmsrpNa1VdR0MJGNBc3X0QT2Au8BnU12wy8fOF7aHEJYEObQ/RAd0owKk2xXK+lOdyHdwgl7PMKHtD5Jcv7VrbTpvkwDPjSwFnV13e28v5T8ubckOQtGw9wZMqFWDzMWdNsb5H1XxmmTTQ4qs9/7YGdzcJM1aD8nPBQIE+1BHBaPjEjPp6NNCEszR++t6HyjkHry2uhvpeu05j/QuJqWTaatifSxRHqMz7zpiNnZaeMdFQiJCpQvv5KOHLbTtyYpZF+w3sbhucFzHshxldS73+rLUpd2KBWwGOs4dULPZfKttfQ8hkUh6cyyAWEwQcOjnC+mjZ2uPKG/wJ7be4XUJxBKdTf6UKpr+4+R8tfvk3V4Ix2O+SseWwMY59HTp04YHMoPyPsHJoRGnZ8RGqXd87qh1d1NHj9uCB96tbGOzEm6hPMuV0zhVMzbcP10ZcLF5Deo4WASyTqZzvs2X+w3K958/8qDl1fsSPj09U8fvK3/0xW77wpPw5wYDM7slTidt1JPRjV1DHkQ0uHioTA1OVaym7girgYq4n4FUjKxDxXXd2K6tPcjeAPvDmWchPwgcIW6hDKqh4IaC5H0lYW1AAbIO8S9FIidg/EApYQ6poQDRYpXLOAwxa4PsmWGMIRmazsWXFm7SxE7lwtGQ0cBDMgcNp/UiOdTTHNRMwrSqwenGAuxjD97drg2hxw9UFFwqh2Pi4UirR85Knlg0Ows8EApUaNyMTizH1PWmy9IWXe6I1bGuaFwslySsYdw5XeWPQTrUjHbSMpvGySP1SQPddZ4c23bJDO1EYBG6J6GCuY7+mOTPOmV1D7YRVYYCCx8qDbXJtnNbupvVxS30xm1F4f1Q5ZLJFXNQNj+DrwxKth8/bwovXCni4xz7BHwz5cvav6K7JhDKlz48bz4/lR5hzz3ZZ1xmkGAtaira8v36mx75KrPu7zGLGfERgrGFN6BizI7gTeagyv8ob8NT8JgKZOfOfU5bf525rN+I0A2l4KLgVmYH9xs5kZHUqms7LtKd7xWMsPYGu7YP5YEQ8SWRNTmrfc6nc6IQ5yczie9L+llWfUepw3qE/QEplNfXwPdKK+kz7sKx+HKishocO5eCW/FRe6tMLLQpomwntlHHPN6fE1Sqe6piqvUpMmnH+7c/2DNtmLdtj6iz7vt41noC0K4JgwYKG/j117ao9OZr9O+q43U+JaZGe9T7olmnvU41hA4DOMX2cMwyK7C0Nd/CSX9w+BKesixz1459uyai/q/uP0+yb/WGe6G+TywGAMW+qcqrlDjmI2SZMkw1Ln/dynbD+m33SYa6Coc2+p0GoDFhNHgdL44du3lfXr9muu05/JZOvummWE45Z5IscAePfbcb4/o/+H6mwk7f//BfZUOGyJtw7cnjj6X/I5h52e/JJ2sT7h7PjKl3W8o6JNK2bgQ5QV3FKK/ownJZYax3Es0MArMdVKC1Ln//todZwzb1xBdGa0b/W9OZ9RGAws7StCXJox5nwGFAUpakAv7zYo3L+19sGJHfsLrn/7tA73OuQLyLmtPw5wYDJ0n7ThRz6Dq5kJuLLCxYKe1zuZqtdVkJ/elzgmFmSuhOZcQK95Mav0QsdPchQyXGa4px/vRd1sijI2psyiSvmon+TCA4FEwwlhgLbX03pOOIhzICqVkJMBoigSvaBa5/5m0ketqObw3C3JSHsE4LzrsLIepOsNE9pOT8zaWcQj32eHaY9QAZbLKilCVQraIZj5ZMM3z4L+j95graCy85rFIlfIzeuKyzvyhSEe6LGSpJ+rcr/VA6divbBg8TB574pyTn7lin3tJOtLYTAr2kAOyjdCVoBfr7wG5FDyLNnLbTLxvWObykXxVsbltUj6MgBKrZgTwdcnwbyrkxoKPjCw7m6qUVjMIy5c7iWz42ERJOoDrWy4tzWSGtMI4DEkwWBaCw5Df7mWn+TNCj26WHwuOYRoUXluqnJd+g86EO5nDuA/7E1TdI7Jn1S2cyp8LrklgLVatSyL7qWs4vdc4DvN1sW9Dg/oMnbKCQWSeuh65IZJ7Wf5hYyN564bpJd02vr5Ce9ryqQ0eLWYsaNwHo+4qQrG2NzTIlzvr6FtbdMYjwyK/rYv+7VudHgaXt/6Vaij9dt2pzv/JfqPU+QILRnZjoWYsaIaBUQ/5xrc1XNR1DBXSp0mT8jFjoXbDGp1D2UtXxiA7NFGEecXsDXH1GvXOklIuMXvH6WfX6J7fk0z9HxSO0VZnyJP9uEPEsDho5caCZhgYDVf2KWPbz1zUdw4dpPegAPsvZiycfjZFb/fm0uVRGDc6nQEn6TERtLHnjb387G/1f/1/MmlYj/1qP/uYEI1m9o9uGi6ifyBKwOl5TKf14WCGNTL63N7Lhlcafkxjb35J/33Fdr5Ph44tBBn5TSs3FjRvgjHh8l5ldMeZM4Yr196kP0rS0XfCeXGQe1jY0VEn33sfMA7DWnp3gsMw5XbsNxUZKeSo6iTvbzSOw3K+4m4waCRb5ilIJTP21SlBL4lmvmEFxum6Wu5JmZlGRiwlC5TshRyMib7DMwJ7gabZCzB6Iuhr5yX+wSjYOTX0xwICAbnd1Dc4TIyIFile0eIzYSwsUKjXUsaO8UCyd2Wodns5rYzCyxDNmGnzAieVGVVQVolC2AsRNe0PY8rvGKSU8oaIng1183AtlCgPjA+Zm/m+vd9G7D8L2uuIh/zMcYwN5pa8ZQv2kHN8D2F9CK1t8XWpUsHzFnKzr5Wvb3xdNmjrkgGuEZNL0Y62j025fPuYJy4I8sMU+VBVuuJuHZIGVVUxwWuxWDMlaSFDpXJe2x1KOYE5FKcde8JY2HR/Vn4C4zxkv/CM1+E4LlcWMy9DZF6CaIeMk7M3lMlq+imyJkrT7QX2bdBtxhy8ee4cWXHSj/dMcDCmv9N106hjUV8fwSD7KNoOhfvc4yZKlaRZlLJwGwr/PihjeueWr+lCCINzekvDNTlU1PM0VLine truncated
+<figure class="image"><img src="data:image/png;base64,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 truncated
+<figure class="image"><img src="data:image/png;base64,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 truncated
+<p>&nbsp;</p>
+<p>&nbsp;</p>