# Fibonacci Spiral

#### Introduction:

Welcome to the Draw a Fibonacci Spiral tool! This tool allows you to generate a Fibonacci spiral based on the specified number of rectangles, starting coordinates, and rotation angle.

#### Steps to Use the Tool:

**Number of Rectangles:**Enter the desired number of rectangles to be drawn to form the spiral.**Starting X-coordinate:**Specify the starting X-coordinate of the spiral.**Starting Y-coordinate:**Specify the starting Y-coordinate of the spiral.**Rotation Angle (degrees):**Enter the rotation angle in degrees to determine the spiral's curvature.**Draw Spiral:**Click the "Draw Spiral" button to generate the Fibonacci spiral based on your inputs.

#### Functionality:

**Dynamic Generation:**The tool dynamically generates the Fibonacci spiral based on the user-defined parameters.**Real-time Visualization:**As you adjust the input values, the spiral updates in real-time, providing instant feedback.**Customizable:**Users can customize the number of rectangles, starting coordinates, and rotation angle to create different Fibonacci spirals.

#### Benefits:

**Visualization:**Provides a visual representation of the Fibonacci spiral, showcasing the characteristic spiral pattern formed by Fibonacci rectangles.**Educational Tool:**Ideal for students learning about Fibonacci sequences and their applications in geometry and nature.**Exploration:**Allows users to explore various configurations of the Fibonacci spiral and observe how changes in parameters affect its shape.

#### FAQ:

**Q: What is a Fibonacci Spiral?****A:**A Fibonacci spiral is a spiral curve formed by creating adjacent squares whose side lengths are Fibonacci numbers. It demonstrates the relationship between the Fibonacci sequence and the golden ratio.

**Q: How does the rotation angle affect the spiral?****A:**The rotation angle determines the curvature of the spiral. A larger angle will result in a more tightly wound spiral, while a smaller angle will produce a more loosely wound spiral.

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