Question

Si:

v/448=e/v=n/e=u/n=s/u=7/s
Hallar:

v+e+n+u+s

Answer 1

$\frac{v}{448} = \frac{e}{v} = \frac{n}{e} = \frac{u}{n} = \frac{s}{u} = \frac{7}{s} = k \\ \frac{v}{448} \times \frac{e}{v} \times \frac{n}{e} \times \frac{u}{n} \times \frac{s}{u} \times \frac{7}{s} = {k}^{6}$

$\frac{1}{64} = {k}^{6} \\ \frac{1}{2} = k$

v= 224, e= 112, n= 56, u= 28, s= 14,

V + e + n + u + S = 442

Answer 2

Respuesta:

Lo que puso el, esta mal la respuesta sale 434