Problem 2: Draw a well-labeled graph of a single cycle of the following trigonometric function: f(x) = cot (x + 1) 2. - To draw the graph of this function, you must first convert it to the standard form, which looks as follows: f(x) = A trig (P(x H)) + V, where trig is the trigonometric function indicated by sin, cos, csc, sec, cot, or tan, and A, P, H, and V are constants with A = 0 and P > 0. Include conclusions and explanations for all of the constants (A, P, H, and V) from the standard form of the function within a grammatically correct exposition.