Question

aplicar propiedad de logaritmo en "C"

Answer 1

Respuesta:

log x = 2 log a + log c + log d / 3 log B + 4 log A

Explicación paso a paso:

x = a² $\sqrt[n]{c^{2}d^{2} }$ / $B^{3} A^{4}$

log x = log a² $\sqrt[]{c^{2}d^{2} }$ / log  $B^{3} A^{4}$

log x = log a² + log $\sqrt[]{c^{2}d^{2} }$ / log B³ + log $A^{4}$

log x = 2 log a +  1/2 (log c² d²) / 3 log B + 4 log A

log x = 2 log a + log c + log d / 3 log B + 4 log A