Write a C program to accept a coordinate point in a XY coordinate system, determine in which quadrant the coordinate point lies and calculate the angle 0 in degrees as defined in the diagram below (0 - 360 degrees). Show your test cases.

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Please write in C

**Problem Statement:**

Write a C program to accept a coordinate point in a XY coordinate system, determine in which quadrant the coordinate point lies and calculate the angle θ in degrees as defined in the diagram below (0 – 360 degrees). Show your test cases.

**Diagram Explanation:**

The diagram is a standard Cartesian coordinate system divided into four quadrants:

- **Quadrant 1 (Q1):** Located in the top right where both x and y are positive.
- **Quadrant 2 (Q2):** Located in the top left where x is negative and y is positive.
- **Quadrant 3 (Q3):** Located in the bottom left where both x and y are negative.
- **Quadrant 4 (Q4):** Located in the bottom right where x is positive and y is negative.

The diagram includes:

- X-axis (Horizontal Line)
- Y-axis (Vertical Line)
- An angle θ depicted starting from the positive x-axis, rotating counterclockwise to the line joining the origin with the point in Quadrant 1.

The diagram visually explains how to measure the angle θ in the XY plane.
Transcribed Image Text:**Problem Statement:** Write a C program to accept a coordinate point in a XY coordinate system, determine in which quadrant the coordinate point lies and calculate the angle θ in degrees as defined in the diagram below (0 – 360 degrees). Show your test cases. **Diagram Explanation:** The diagram is a standard Cartesian coordinate system divided into four quadrants: - **Quadrant 1 (Q1):** Located in the top right where both x and y are positive. - **Quadrant 2 (Q2):** Located in the top left where x is negative and y is positive. - **Quadrant 3 (Q3):** Located in the bottom left where both x and y are negative. - **Quadrant 4 (Q4):** Located in the bottom right where x is positive and y is negative. The diagram includes: - X-axis (Horizontal Line) - Y-axis (Vertical Line) - An angle θ depicted starting from the positive x-axis, rotating counterclockwise to the line joining the origin with the point in Quadrant 1. The diagram visually explains how to measure the angle θ in the XY plane.
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