Сократите дробь: [tex]\frac{50^{n} }{5^{2n-1}*2^{n-3} }[/tex]. Created by datagishieva. algebra-ru

Ответ:40Объяснение:

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datagishieva @datagishieva

August 2022 1 27 Report

Сократите дробь: [tex]\frac{50^{n} }{5^{2n-1}*2^{n-3} }[/tex]

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sergeevaolga5

Ответ:

Объяснение:

$\frac{50^n}{5^{2n-1}*2^{n-3}}=\frac{(5^2*2)^n}{5^{2n-1}*2^{n-3}}=\frac{5^{2n}*2^n}{5^{2n-1}*2^{n-3}}=5^{2n-(2n-1)}*2^{n-(n-3)}=\\\\=5^{2n-2n+1}*2^{n-n+3}=5^1*2^3=5*8=40$

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