How do you calculate cotangent?

The cotangent of x is defined to be the cosine of x divided by the sine of x: cot x = cos x sin x .

How do you write Cosec in Desmos?

Click on the circles next to each function, reciprocal function, and it’s asymptote. Note that csc(x) will be in Red and sec(x) will be in Blue. Move the k slider at the bottom to change the position of the asymptote.

How do you graph Cotan functions?

How to Graph a Cotangent Function

  1. Express the function in the simplest form f(x) = α cot (βx + c) + d.
  2. Determine the fundamental properties.
  3. Find the vertical asymptotes.
  4. Find the values for the domain and range.
  5. Determine the x-intercepts.
  6. Identify the vertical and horizontal shifts, if there are any.

Where is cotangent on TI-84 Plus?

The TI-83 Plus and TI-84 Plus family of graphing calculators do not have built-in secant, cosecant and cotangent trigonometric functions.

How does cotangent work on a graph?

In the form of a graph, the cotangent function for a different angle appears as a series of repeating curves. Additionally, while plotting a graph the key factor to remember is that the cotangent of an angle will never be equal to: How Cotangent Calculator Works?

How to calculate cotangent on mobile device?

Download Cotangent Calculator App for Your Mobile, So you can calculate your values in your hand. The online cotangent calculator finds the value of cotangent by corresponding to the value of a given angle. Also, this cot calculator displays the end result in degrees, radians, m radian, or pi radian as per your requirement.

How do you find the horizontal shift of a cotangent graph?

The horizontal shift or the phase shift of a cotangent graph is equal to c/β, where positive results mean the graph shifts to the left and vice versa. For instance, given y = α cot (βx – c) + d, equate the terms inside the parenthesis to zero.

How do you find the amplitude of a cotangent graph?

The graph of cotangent functions goes on unending in the vertical direction. For y = α cot (βx – c) + d, the amplitude, sometimes called the stretching factor, is equal to |α|. It means that one should multiply all points of the vertical axis (y-coordinates) in the graph by the value of α.