When variables are converted to log function variables, the new equation becomes:
A) multiplicative power function
B) a divisicatory power function
C) equal to its former function, but now more powerful
D) a multidimensional fractal

Question

Quizplus · Accepted Answer

When variables are converted to log function variables, the resulting equation becomes a multiplicative power function. This is because taking the logarithm of a variable converts a multiplicative relationship between variables into an additive relationship, allowing us to convert a power function into a linear equation.

When Variables Are Converted to Log Function Variables, the New