Question

me pueden ayudar por favor

log base10(5x−3/2x-1) = 5

Answer 1

Respuesta:

x = 99997/199995

Explicación paso a paso:

log10 = log

log(5x-3/2x-1) = 5

(5x-3)/(2x-1) = $10^{5}$

(5x - 3)/(2x - 1) = 100000

5x - 3 = 100000(2x - 1)

5x - 3 = 200000x - 100000

5x - 200000x = -100000 + 3

-199995x = -99997

x = -99997/-199995

x = 99997/199995