Question

Calculando os logaritmos log10 100, log5 625 e log4 1024 obtemos respectivamente

Answer 1

Resposta:

Explicação passo-a-passo:

$Lembretes\\\\100=10^{2}\\\\625=5^{4}\\\\1024=4^{5}\\\\ \log_{10}100=\log_{10}10^{2}=2.\log_{10}10=2.1=2\\\\\log_{5}625=\log_{5}5^{4}=4.\log_{5}5=4.1=4\\\\\log_{4}1024=\log_{4}4^{5}=5.\log_{4}4=5.1=5$