The **Angle Ratio Calculator** helps determine the ratio between two given angles. It is a useful tool in various fields, including geometry, physics, and engineering, where angle comparisons are important. This calculator simplifies the process of dividing one angle by another to find their ratio.

### Formula

The formula to calculate the angle ratio is:

- R = A / B

Where:

- R = Angle ratio
- A = Angle A
- B = Angle B

### How to Use

- Enter the value for Angle A in degrees.
- Enter the value for Angle B in degrees.
- Click the “Calculate” button to get the ratio (R).
- The result will be displayed in numerical form.

### Example

If Angle A is 60 degrees and Angle B is 30 degrees, the angle ratio is calculated as:

- R = 60 / 30
- R = 2

Thus, the ratio of the two angles is 2.

### FAQs

**What is an angle ratio?**

An angle ratio is a comparison between two angles, expressed as the result of dividing one angle by the other.**How do I calculate the angle ratio manually?**

Divide the value of Angle A by the value of Angle B to find the ratio.**Can Angle B be zero?**

No, Angle B cannot be zero because division by zero is undefined.**Is there a unit for the angle ratio?**

No, the angle ratio is a dimensionless number as it is the result of dividing two angles.**What if Angle A is smaller than Angle B?**

If Angle A is smaller than Angle B, the ratio will be less than 1.**What does an angle ratio of 1 mean?**

A ratio of 1 means both angles are equal.**Can I use negative angles in this calculator?**

Yes, the calculator can handle negative angles, but the result will depend on the sign of both angles.**Can this calculator handle large angles?**

Yes, the calculator can handle any angle value, whether large or small, as long as the inputs are valid.**What happens if I enter decimal values for the angles?**

The calculator will compute the ratio accurately, even if the angles are given in decimal form.**How is this calculator useful in real-life applications?**

Angle ratios are used in trigonometry, physics, and engineering to analyze the relationship between angles in various systems.**What happens if both angles are negative?**

If both angles are negative, the result will be a positive ratio since dividing two negative numbers gives a positive result.**What if the angles are given in radians instead of degrees?**

This calculator uses degrees. To use radians, you would first need to convert them to degrees.**Can I use this calculator for obtuse and acute angles?**

Yes, the calculator works for any angle type, whether acute, obtuse, or right angles.**What does a ratio greater than 1 mean?**

A ratio greater than 1 means that Angle A is larger than Angle B.**How do I reset the calculator?**

You can clear the input fields or refresh the page to reset the calculator.**What if both angles are zero?**

Both angles cannot be zero simultaneously since the division would be undefined.**Can this calculator be used in architectural design?**

Yes, comparing angles using ratios is common in fields like architectural and structural design.**Does the order of angles matter?**

Yes, the ratio depends on which angle is entered as A and which as B. Changing the order will change the result.**Can I use this calculator for angles in 3D space?**

This calculator is designed for 2D angles. For 3D space angles, vector-based calculations are typically required.**What if I enter non-numerical values?**

The calculator will prompt you to enter valid numerical values.

### Conclusion

The **Angle Ratio Calculator** is an efficient tool for calculating the ratio between two angles. Whether you’re working in geometry, engineering, or physics, this calculator helps you easily compare angles. With a simple formula, it provides an accurate ratio to aid in your projects and calculations.