**Did you know?**
Did you know that the vertical asymptote of the function y=tan(x-pi/3) occurs at x=pi/3? A vertical asymptote is a vertical line that a graph approaches but never touches, and it signifies the values of x where the function is undefined. In this case, the tangent function is undefined when x-pi/3 is equal to (2n+1)pi/2, where n is an integer. Simplifying this condition, we find that x is equal to pi/3, at which point the function approaches infinity or negative infinity. So, keep in mind that the vertical asymptote of y=tan(x-pi/3) is x=pi/3!