Question

log2 · 1/4 + log5 · raíz cúbica de 25 + In√ e

Answer 1

log 2 · 1/4 + log 5 · ∛(25+ln√e)

log 2/4 +log 5 ·∛(25+lne∧1/2)

log 1/2 + log 5 · ∛(25+1/2 · lne)

log 1/2 + log 5 · ∛(25+1/2 · 1)

log 1/2 + log [5 · ∛(51/2)]

Sabiendo que log a + log b = log ab

log 1/2 · 5 · ∛(51/2)

log 5/2 · ∛(51/2)

log 7,358456646

Solución: 0,8667867355