Question 1209512
You did not provide the point.  I need the coordinates of the point to calculate the trigonometric functions.  However, I can show you the process with a general example.

**Example:**

Let's say the given point is (3, -4).

1. **Find 'r' (the distance from the origin to the point):**

   r = √(x² + y²)
   r = √(3² + (-4)²)
   r = √(9 + 16)
   r = √25
   r = 5

2. **Calculate the Trigonometric Functions:**

   * **Sine (sin θ):**  y/r = -4/5
   * **Cosine (cos θ):** x/r = 3/5
   * **Tangent (tan θ):** y/x = -4/3
   * **Cosecant (csc θ):** r/y = -5/4
   * **Secant (sec θ):** r/x = 5/3
   * **Cotangent (cot θ):** x/y = -3/4

**General Process:**

If you are given a point (x, y):

1. **Calculate r:** r = √(x² + y²)
2. **Calculate the functions:**
   * sin θ = y/r
   * cos θ = x/r
   * tan θ = y/x  (undefined if x = 0)
   * csc θ = r/y  (undefined if y = 0)
   * sec θ = r/x  (undefined if x = 0)
   * cot θ = x/y  (undefined if y = 0)

**Provide the point, and I will calculate the trigonometric functions for you.**