Question

Given logb(3)=1.099 and logb(5)=1.609, evaluate the following. Enter your in as an exact value or as a fraction. logb(5/3)= Given logb(3)=1.099 and logb(5)=1.609, evaluate the following. Enter your in as an exact value or as a fraction. logb(1/5)= Question 10 Given logb(3)=1.099 and logb(5)=1.609, evaluate the following. Enter your in as an exact value or as a fraction. logb(15)= Given logb(3)=1.099 and logb(5)=1.609, evaluate the following. Enter your in as an exact value or as a fraction. logb([b3]1/2)=

Answer 1

To evaluate logb(5/3), use the property logb(a/b) = logb(a) - logb(b).

Step-by-step explanation:

To evaluate logb(5/3), we can use the property of logarithms that states logb(a/b) = logb(a) - logb(b). Substituting the given values, we have:

logb(5/3) = logb(5) - logb(3)

= 1.609 - 1.099

= 0.510

Therefore, logb(5/3) = 0.510.