What is the true solution to [tex]2 \ln(4x) = 2 \ln(8)[/tex]?

divide by two
ln is base e. both sides of the equation are base e so the parts inside the parentheses are equal
x=2

Answered by mathdragon | 2024-06-10

x = 2 is the true solution. ;

Answered by flightbath | 2024-06-24

The true solution to the equation 2 ln ( 4 x ) = 2 ln ( 8 ) is x = 2 . This is found by simplifying the equation and using the properties of logarithms. After simplification, we arrive at 4 x = 8 , leading to x = 2 .
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Answered by flightbath | 2024-08-12