How can we use the graph of a logarithmic function to find the domain of the function? Give an example of a log function that has a domain of x < 4.

What kind of transformation to a function will move the asymptote of an exponential function? Come up with an equation of an exponential function that has an asymptote of y = -2

Are the following equivalent expressions? Explain why or why not. 2log5x-(4log5y+3log52) and log5(x2/(6y4))

Solve the equation without a calculator: 4(5x)+4=20. Show your work, explain each step, and leave your answer in exact form.