Ответ:
686
Объяснение:
[tex]b_1=\frac{2}{343},\; q=\sqrt{7}\\\\b_{13}=b_1*q^{12}\\\\b_{13}=\frac{2}{343}*(\sqrt{7})^{12}=\frac{2}{343}*((\sqrt{7})^2)^6 =\frac{2}{343}*7^6 =\frac{2*7^3*7^3}{343}=\frac{2*343*343}{343}=686[/tex]
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Ответ:
686
Объяснение:
[tex]b_1=\frac{2}{343},\; q=\sqrt{7}\\\\b_{13}=b_1*q^{12}\\\\b_{13}=\frac{2}{343}*(\sqrt{7})^{12}=\frac{2}{343}*((\sqrt{7})^2)^6 =\frac{2}{343}*7^6 =\frac{2*7^3*7^3}{343}=\frac{2*343*343}{343}=686[/tex]