What is the phase shift of the function f(t)=4cot(3t-3pi/4)+2
The general form for a cotangent function is f(t) = A cot(Bt - C) + D.
In this case, A = 4, B = 3, C = 3π/4, and D = 2. The phase shift is given by C/B, so the phase shift is (3π/4)/3 = π/4.
Therefore, the phase shift of the function f(t) = 4cot(3t - 3π/4) + 2 is π/4.