Jun 9, 2025 · The period of a function is the distance between each repeating interval on a graph, or the distance between the peaks of each wave. To learn how to calculate the period of any function, …

Feb 1, 2024 · The coefficient (B) within the argument of the trigonometric function affects the period of the graph. The period can be determined by dividing the standard period by the absolute value of …

Learn how to graph tangent functions. Discover the properties of a tangent graph and interpret phase shift and period transformations algebraically and graphically.

Feb 27, 2025 · What are the amplitude and period of a trigonometric function. Learn how to find them by graphing with examples.

The sine, cosine, secant, and cosecant functions have a period of 2 π. Since the tangent and cotangent functions repeat on an interval of length π, their period is π (Figure 9).

The formula for the period of the tangent function f (x) = a tan (bx), is given by, Period = π/|b|. Tangent function tan x is a periodic function and has a period of π/1 = π (Because b =1 in tan x).

Mar 3, 2025 · In this blog, we will explore the key properties of the tangent function, how to find its period and vertical asymptotes, and how to write equations from graphs.

The period of the tangent function is π radians or 180 degrees. The period can be modified by coefficients or transformations applied to the trigonometric function.

May 17, 2025 · for all x x, then T T is the period of the function. Graphing: Knowing the period allows you to efficiently sketch one full cycle of the function, highlighting key features like maximum and …

Sep 13, 2025 · We’ll show you exactly how to calculate the period of any tangent function—even those with tricky function transformations. Get ready to turn a challenging topic into one of your …