However, look at the equation tan(x) = 0. The unit circle gives both x = 0 and x = as solutions. The period of the tangent function is x=0+ nn = n and x = + nn. But this is redundant, because both solutions produce the same values:, -3, -2, -T, 0, T, 2T, Confirm this observation by finding the first few values from each solution. thus the general solutions looks like: This means that only one of the general solutions is enough. Thus, all the solutions for tan(z) = 0 are given by x = n*. Give expressions to represent all solutions to the equation: I= Give your answer in radians. Separate multiple solutions with commas. Use "n" as the parameter in your solution(s). Do not use decimal approximations. Use 'pi' to represent . Practice sin(x) == 2