Question

determinar: taxa para 183 dias equivalentes a 65% a.a

Answer 1

$Encontrando\ a\ taxa\ di\'aria:\\\\ Taxa_{di\'aria}=\sqrt[n]{1+i}-1\\\\ Taxa_{di\'aria}=\sqrt[365]{1+0,65}-1\\\\ Taxa_{di\'aria}=\sqrt[365]{1,65}-1\\\\ Taxa_{di\'aria}=\sqrt[365]{1,65}-1\\\\ Taxa_{di\'aria} \approx 1,00137293 -1\\\\ Taxa_{di\'aria} \approx 0,00137293\ (\ \approx 0,137293\%\ a.d.\ )$


$Encontrando\ a\ taxa\ para\ 183\ dias:\\\\ Taxa_{(183)}=(1+Taxa_{di\'aria})^{183}-1\\\\ Taxa_{(183)}=(1+0,00137293)^{183}-1\\\\ Taxa_{(183)}=1,00137293^{183}-1\\\\ Taxa_{(183)} \approx 1,28541-1\\\\ \boxed{Taxa_{(183)} \approx 0,28541\ (\ \approx\ 28,541\%\ para\ 183\ dias\ )}$

Espero ter ajudado.
Bons estudos!

Answer 2

Resposta:

28,99%

Explicação passo-a-passo:

Ieq = (1+0,65) ^183/360 -1 = 0,2899 x 100 = 28,99%