Respuesta :

abidemiokin

The value of log5(2)

and log5(75/8) are 1.4649 and  1.3906 respectively

Given the following parameters

  • log2(5) ~ 0.6826  
  • log5(8) ~ 1.2920,

a) To get the value of log5(2)

log5(2) = log2(2)/log2(5)

log5(2) = 1/0.6826

log5(2) = 1.4649

b) For the logarithm function

log5(75/8) = log5(75) - log5(8)

log5(75/8) =  2.6826 - 1.2920,

log5(75/8) = 1.3906

Learn more on logarithm here: https://brainly.com/question/9147686