Question

Log4 12 * log12 8 как его решить?

Answer 1

log_4 12*log_12 8=log_4 12*1/log_8 12=(1/2*log_2 12)/(1/3*log_2 12)=1/2:1/3=3/2.

Answer 2

по правилу заменяешь log4 12 на 1/log12 4 и получается что log12 8/log12 4=3lol12 2/2log12 2=3/2=1.5

Answer 3

Для решения уравнения log4(12) * log12(8), мы можем использовать свойства логарифмов и правила произведения логарифмов.

Шаг 1:

Применим свойство логарифма, согласно которому log(a*b) = log(a) + log(b). В данном случа#### Solution for log4(12) * log12(8)

To solve the expression log4(12) * log12(8), we can use the property of logarithms that states loga(b) * logb(c) = loga(c). Let's apply this property to the given expression.

Step 1: Apply the property of logarithms: loga(b) * logb(c) = loga(c)

Step 2: Substitute the given values: log4(12) * log12(8) = log4(8)

Step 3: Simplify the expression: log4(8) = 1.5

Therefore, the value of log4(12) * log12(8) is 1.5.

This solution is derived using the property of logarithms and simplifying the expression accordingly.