What does this graph look like? $y = \log_x{2}$ The equation is $y = \log_x{2}$, where x is the variable and the base of the logarithm. What does the graph look like?
In general, what does $y = \log_x{k}$ look like, where k is some real constant?
I cannot plug this into online graphers like fooplot.com because they don't seem to have a notation that allows putting x in the base of a logarithm.

$$y(x)=\ln_x(2)=\frac{\ln(2)}{\ln(x)} \qquad \text{and more generally}\quad \ln_x(k)=\frac{\ln(k)}{\ln(x)} $$

